tag:blogger.com,1999:blog-75774458229062220482024-03-13T19:32:58.311-07:00reformulationzé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.comBlogger57125tag:blogger.com,1999:blog-7577445822906222048.post-6831358118550273312020-07-18T11:33:00.001-07:002020-07-18T11:36:47.482-07:00As Marteladas dos decretos e a Dança da Transmissibilidade da COVID-19<h1 class="fq fr bj fs b ft fu fv fw fx fy fz ga gb gc gd ge gf gg gh gi ct" id="5a99">
<b class="ay">As Marteladas dos decretos e a Dança da Transmissibilidade da COVID-19</b></h1>
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<span class="r yu yv yw yx yy yz za zb zc cd">N</span>as
últimas semanas passamos por processo de flexibilização das condições
de isolamento e reabertura do comércio em um momento onde, índices
objetivos de ocupação de UTI e de transmissibilidade R(T), não
comportavam uma decisão nesse sentido. Uma questão relevante e
científica, neste momento, é estudar os efeitos coletivos emanados dos
decretos nas redes de contágio do COVID-19 e, apesar das limitações já
conhecidas, da taxa de transmissibilidade R(T). A mesma, se mostra fiel
aos movimentos representativos de efeito coletivo que impactam no
andamento da epidemia.</div>
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As
atividades de mitigação da comunidade (também chamadas de intervenções
não farmacêuticas) são ações que pessoas e comunidades podem adotar para
retardar a propagação de doenças infecciosas e os decretos visam a
imposição das medidas pelos gestores.</div>
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<figcaption class="mq ji fa ey ez mr ms bi eo cb bk bn" data-selectable-paragraph="">Esquema conceitual do efeito global do martelo e da dança agindo e o ricochete na R(T) como consequência dos decretos do Governo</figcaption></figure></div>
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<span class="r yu yv yw yx yy yz za zb zc cd">N</span>este
momento, a abordagem da maioria dos estados produz uma da gangorra, que
tem sido chamada de “o martelo e a dança” (Tomas Pueyo — Medium), onde
“o martelo” interrompe tudo por meio de bloqueios apresentados por
decretos e “a dança” aceita um número relativamente grande de mortes,
enquanto mantém a economia funcionando e a R(T) variando de forma
sinuosa. A ideia de alguns é de continuar alternando o martelo e a
dança, até que uma vacina seja desenvolvida, é humanamente inaceitável.</div>
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<figcaption class="mq ji fa ey ez mr ms bi eo cb bk bn" data-selectable-paragraph="">Evolução
do Transmissibilidade efetiva R(t) através do tempo e os registros
temporais dos Decretos Estaduais publicados pelo Governo do estado Rio
Grande do Norte entre Abril e Junho de 2020</figcaption></figure><br />
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As <b class="io jo">marteladas</b> dos decretos, quando absorvidos pela população, devem funcionar como <b class="io jo"><i class="in">impacto preciso</i></b>,
batendo na curva da transmissibilidade para dobrá-la no sentido do
controle do contágio e R(T) < 1. Chegando-se a esta fase, deve-se
monitorar índices que representam uma estabilização do espalhamento. Na
fase da <b class="io jo"><i class="in">dança</i></b>, a
transmissibilidade R(T) reflete as contaminações geradas por movimentos
periódicos como finais de semana ou feriados prolongados, porém uma
dança com R(T) acima de 1 é letal.</div>
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<b class="io jo">E este R(T)? </b>A origem do R, R0 e R(T)<b class="io jo"> </b>é
uma só. Utilizado há quase um século na demografia, R originalmente
mediu a reprodução de pessoas para informar se se uma população estava
crescendo ou não. Na epidemiologia, o mesmo princípio se aplica, mas
mede a propagação da infecção em uma população. Se R for dois, duas
pessoas contaminadas infectarão, em média, outras quatro, que infectarão
outras oito, e assim por diante. A medida permite que os modeladores
calculem a extensão da propagação, mas não a velocidade com que a
infecção cresce. Somente em situações de testagem regular da população
de um país inteiro é que poder-se-ia dizer algo seguro sobre o R0. Logo,
na maioria dos casos os epidemiologistas não podem medir R diretamente.
Por isso, é geralmente estimado retrospectivamente.</div>
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<figcaption class="mq ji fa ey ez mr ms bi eo cb bk bn" data-selectable-paragraph="">Figura
esquemática de Tomas Pueyo — Medium mostrando as fases do Martelo e da
Dança, assim como pontos importantes de cada etapa.</figcaption></figure><br />
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<span class="r yu yv yw yx yy yz za zb zc cd">U</span>ma
variante de R, R0 assume que todos na população são suscetíveis à
infecção. Isso geralmente não é verdade, mas pode ocorrer quando um novo
vírus, como o SARS-CoV-2, surge. No entanto, nos dias de hoje quando se
análise uma epidemia que ainda não terminou, os cientistas usam outra
variante chamada de Rt (às vezes chamada Re, ou ‘R efetivo’), que é
calculada ao longo do tempo à medida que um surto se propaga. É preciso
lembrar que Rt e R0 são indicadores calculados a partir do número de
casos ou óbitos, e dependendo do modelo obviamente não leva em conta
algumas variáveis complexas da dinâmica social de uma população
(geografia, aspectos culturais, entre outros). Porém, em populações
tipicamente homogêneas pode ser sim um indicador bastante útil. No nosso
caso, usamos R(T) como o índice de transmissibilidade efetiva, com
média de 20 dias e de 7 dias.</div>
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<figcaption class="mq ji fa ey ez mr ms bi eo cb bk bn" data-selectable-paragraph="">Pedra <b class="bi ds"><i class="zs">ricocheteando em água calma na Patagonia.</i></b></figcaption></figure><br />
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Na
nossa análise do R(T), o que vemos é um efeito rápido, pontual em torno
das datas de vencimento dos decretos, que funciona como um martelo
naquele ponto. Apesar de contraintuitiva, o que denominamos aqui de <b class="io jo">“<i class="in">efeito ricochete</i>”</b>
é decorrente do efeito coletivo pré renovação e pós renovação do
decretos que aumenta a circulação e, consequentemente, o contágio.</div>
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Desta
forma, quanto mais curto o tempo entre os decretos, menor sua eficacia.
Em resumo, várias marteladas leves, não substitui uma martelada forte e
são as atuações via decreto que causa a sinuosidade da curva de
contágio numa espécie de dança em torno do R(T) médio, como mostrados
nas Figuras abaixo para todo o estado do Rio Grande do Norte e do Ceará,
assim como, para as cidades de Natal, Mossoró e Fortaleza.</div>
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<figcaption class="mq ji fa ey ez mr ms bi eo cb bk bn" data-selectable-paragraph="">Evolução
do Transmissibilidade efetiva R(t) para a cidade Natal através do tempo
e os registros temporais dos Decretos Estaduais publicados pelo Governo
do estado Rio Grande do Norte entre Abril e Junho de 2020.</figcaption></figure><figure class="le lf lg lh li ku ey ez paragraph-image"><div class="ll lm cd ln ai">
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<figcaption class="mq ji fa ey ez mr ms bi eo cb bk bn" data-selectable-paragraph="">Evolução
do Transmissibilidade efetiva R(t) para a cidade de Fortaleza/CE em
função do tempo e os registros dos Decretos Estaduais publicados pelo
Governo do Ceará entre Abril e Junho de 2020. Percebam R(T) < 1 em
média nas últimas 3 semanas.</figcaption></figure><br />
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“Essa abordagem da gangorra tem sido associada <i class="bj">ao </i>processo do<i class="bj"> </i>martelo
e dança, como descrito no artigo de Tomas Pueyo. Quando o processo se
torna estacionário “o martelo” interrompe uma súbida do contágio por
meio de bloqueios e “a dança” aceita um número relativamente grande de
mortes cíclicas no sistema enquanto se mantém a economia funcionando.
Alguns estados e diferentes lugares do mundo estão aceitando isso e
podem continuar alternando o martelo e a dança por muito tempo, seja
intencional ou por inocência”, descreve José Dias do Nascimento Jr., um
dos autores do estudo.</div>
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<b class="ay">Conclusões</b></h1>
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<li class="il im bj io b gk kp iq gn kq is it kr gs iv ks gv ix kt gy iz mb jq jr ct" data-selectable-paragraph="" id="b2d5">Diferente do <i class="in">Efeito Boomerang </i>que acontece como uma segunda onda em escalas de tempo maiores, registramos aqui o efeito por nós denominamos de <b class="io jo">“efeito ricochete” </b>que
é de curta frequência decorrente do ação coletiva pre, e pós decreto na
população do RN e do CE. Isto é valido para praticamente todos os
estados do Nordeste do Brasil. O vai e vêm de contágios em curto espaço
de tempo é como uma pedra que recocheteia na superfície da água quando
lançada em alta velocidade. O Primeiro salta é maior e depois os saltos
menores, e ai outra pedra é lançada e sempre aparece um novo <b class="io jo">ricochete.</b></li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="d960">As
pressões pela retomada das atividades no RN e em outros estados, seja
pelos setores econômicos ou pela sociedade em geral, representa um
evento de ruptura quebrando o ciclo do efeito <b class="io jo">ricochete</b> estabelecido. É o que devemos observar nos próximos dias do mês de Julho de 2020 no RN.</li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="ba8a">O
teste aqui feito foi crucial para entender que a R(T) da forma que nós
estamos calculando no MOSAIC (UFRN) recupera eventos de curta e longa
duração. Isto fortalece nosso procedimento de cálculo.</li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="dd0c">Decretos curtos não surtem efeitos positivos e podem piorar a situação.</li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="56cd">A preparação educacional de saída do decreto é um ponto crítico.</li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="bef4">Os
decretos modificaram muito mais a transmissibilidade nas capitais. A
curva R(T) para Natal apresenta sinuosidade maior que Mossoró. Efeitos
da mesma natureza foram encontrados no CE com relação a Fortaleza</li>
</ul>
<br />
<b class="io jo">Pesquisadores Envolvidos </b>Dr.
José Dias do Nascimento (Física — UFRN); Dr. César Rennó-Costa
(IMD-UFRN); MsC Leandro Almeida (Física — UFRN); Dr. Renan Cipriano
Moioli (IMD — UFRN), Dr. José Soares (Física — UFC), Dr. Humberto
Carmona (Física — UFC), Dr. Wladimir Lyra (NM, USA). Dr. Ion de Andrade
(Dep de Saúde Coletiva, UFRN)<br />
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<h1 class="jx jy bj bi ds jz ka kb kc kd ke kf kg kh ki kj kk kl km kn ko ct" data-selectable-paragraph="" id="aef3">
<b class="ay">Referências</b></h1>
<ul class="">
<li class="il im bj io b gk kp iq gn kq is it kr gs iv ks gv ix kt gy iz mb jq jr ct" data-selectable-paragraph="" id="8652"><b class="io jo">The state decrees hammering and the dance of COVID-19 transmissibility</b> <a class="cg dj ja jb jc jd" href="https://medium.com/@jd.donascimento/the-state-hammering-decrees-and-the-dance-of-covid-19-transmissibility-93578903f399" rel="noopener" target="_blank">https://medium.com/@jd.donascimento/the-state-hammering-decrees-and-the-dance-of-covid-19-transmissibility-93578903f399</a></li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="10d8"><b class="io jo">Coronavirus Articles: Endorsements and public shares </b><a class="cg dj ja jb jc jd" href="https://medium.com/@wlyra/coronav%C3%ADrus-porque-o-isolamento-por-idade-n%C3%A3o-funciona-898d0a4a0d5b" rel="noopener" target="_blank">https://medium.com/@wlyra/coronav%C3%ADrus-porque-o-isolamento-por-idade-n%C3%A3o-funciona-898d0a4a0d5b</a></li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="1c66"><b class="io jo">Coronavírus: Por que o isolamento por idade não funciona</b> <b class="io jo">MOISAIC Code: </b><a class="cg dj ja jb jc jd" href="https://medium.com/@wlyra/coronav%C3%ADrus-porque-o-isolamento-por-idade-n%C3%A3o-funciona-898d0a4a0d5b" rel="noopener" target="_blank">https://medium.com/@wlyra/coronav%C3%ADrus-porque-o-isolamento-por-idade-n%C3%A3o-funciona-898d0a4a0d5b</a></li>
<li class="il im bj io b gk js iq gn jt is it ju gs iv jv gv ix jw gy iz mb jq jr ct" data-selectable-paragraph="" id="87ba"><b class="io jo">COVID-19
pandemics modeling with SEIR(+CAQH), social distancing, and age
stratification. The effect of vertical confinement and release in Brazil</b>. Wladimir Lyra, Jose Dias do Nascimento, Jaber Belkhiria, Leandro de Almeida, Pedro Paulo Chrispim, Ion de Andrade doi: <a class="cg dj ja jb jc jd" href="https://doi.org/10.1101/2020.04.09.20060053" rel="noopener nofollow" target="_blank">https://doi.org/10.1101/2020.04.09.20060053</a></li>
</ul>
</div>
</div>
zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-35281524826866621052020-05-19T13:56:00.001-07:002020-05-19T19:10:54.981-07:00COVID-19 E O DIA DO FÍSICOCOVID-19 E O DIA DO FÍSICO<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSwJ4gBTri1LV1Av_x88Tgy3fcG1gLOgBRJsx_NzD8LdqsBBwFOEQTceL8RZq39ShTqcAjPN8yZJygc_Goad2ekqkvgO8BjXKGx2z7fYYQ5-gydRl1RZtO0D4EUDZZCm7Xg1cUzsrg6A8/s1600/Screen+Shot+2020-05-19+at+5.00.25+PM.png" imageanchor="1"><img border="0" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSwJ4gBTri1LV1Av_x88Tgy3fcG1gLOgBRJsx_NzD8LdqsBBwFOEQTceL8RZq39ShTqcAjPN8yZJygc_Goad2ekqkvgO8BjXKGx2z7fYYQ5-gydRl1RZtO0D4EUDZZCm7Xg1cUzsrg6A8/s320/Screen+Shot+2020-05-19+at+5.00.25+PM.png" width="320" /></a><br />
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Hoje dia 19 de maio de 2020 teremos várias mesas redondas e atividades previstas pelo Brasil em comemorações ao dia do Físico. Neste contexto, participarei também de uma entrevista para a Sociedade brasileira de Física (SBF), com a Jornalista Joice Santos. Neste bate papo, abordarei sobre os modelos físico-matemáticos na ciência Global e no enfretamento da COVID-19. Entre outras coisas, farei uma costura entre técnicas da física que passam do big-data até os métodos de busca por soluções de equações diferenciais, que é um problema genérico da Física. Independente de áreas específicas de cada um, somos físicos e estamos acostumados a resolver problemas pensando em quais são os efeitos fundamentais e aqueles que podem ser descartados. Observamos a natureza e aplicamos as leis universais e princípios fundamentais. Desta forma, com nossas equações ajudamos “o pensar” do mundo construindo e interiorizando não somente uma retórica, mas também uma oratória sobre a Natureza e seus fundamentos.<br />
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Este ano, por razões obvias não abordarei a Astrofísica, área de extrema importância na minha carreira, más mostrarei como os conhecimentos de algumas leis fundamentais da física e habilidade com as soluções computacionais qualifica o físico para contribuir em diversas frentes do conhecimento humano e tomadas de decisões. Aqui abaixo, apresento uma lista de links (textos, entrevista, animações etc.) e informações dos últimos dias e que tratam especificamente da utilização de modelos físico-matemáticos do tipo SEIR no enfretamento da COVID-19. A física é por construção e formação uma área pluri-multi-disciplinar.<br />
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Abraço.<br />
Prof. José Dias do Nascimento Jr.<br />
Astrofísico da UFRN<br />
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<b>1. </b>Painel virtual sobre "Físicos e a Pandemia” organizado pela Sociedade Brasileira de Física (SBF). 7 de Maio de 2020 Feito como parte da Marcha Virtual pela Ciência no Brasil coordenada pela SBPC. Participam do painel: Sérgio Rezende (UFPE), Roberto Kraenkel, José Soares de Andrade (UFC), Marcus Beims e José do Nascimento Jr (UFRN).<br />
<a href="https://www.youtube.com/watch?v=4HHOuDnW2DQ&fbclid=IwAR0jH7VZ3ZRIzyaEGNbjjgw9IjrRRQzNkcrN8ZHjnIRsfdi9_Ti9mGTuGYo">https://www.youtube.com/watch?v=4HHOuDnW2DQ&fbclid=IwAR0jH7VZ3ZRIzyaEGNbjjgw9IjrRRQzNkcrN8ZHjnIRsfdi9_Ti9mGTuGYo</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4-Dk5H1obmcMoi-zl7ObhSPIMPR-V5zx5a-bmMWFRzcoGuorfEX3ZkzrqCKudgfzHK-rQeVvi0G7WexK8rfipyowuWjC8DQguMNet_TM54h-cNu0b4g_6znqolRnWqcZOO4w9Pfovl2s/s1600/96147624_2892543997531730_4531487485678583808_o.jpg"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4-Dk5H1obmcMoi-zl7ObhSPIMPR-V5zx5a-bmMWFRzcoGuorfEX3ZkzrqCKudgfzHK-rQeVvi0G7WexK8rfipyowuWjC8DQguMNet_TM54h-cNu0b4g_6znqolRnWqcZOO4w9Pfovl2s/s320/96147624_2892543997531730_4531487485678583808_o.jpg" width="320" /></a><br />
<b>2. </b> Uma matéria sensacional na Revista Brasileira de Jornalismo Cientifico: Com Ciência. Trata dos Modelos matemáticos e inteligência artificial como aliados no combate ao Coronavírus. Além de tocar a tênue linha da tecnologia e privacidade dos dados no contexto da pandemia. 10 de Maio de 2020.<br />
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<a href="http://www.comciencia.br/modelos-matematicos-e-inteligencia-artificial-sao-aliados-no-combate-ao-coronavirus-mas-tambem-preocupam-em-relacao-as-questoes-de-privacidade/?fbclid=IwAR0PYb4C879u-1vjqDbEv3es2_ftDEGQpJ7TvZLH_xHTFeqWNR5qvHvZy0A">http://www.comciencia.br/modelos-matematicos-e-inteligencia-artificial-sao-aliados-no-combate-ao-coronavirus-mas-tambem-preocupam-em-relacao-as-questoes-de-privacidade/?fbclid=IwAR0PYb4C879u-1vjqDbEv3es2_ftDEGQpJ7TvZLH_xHTFeqWNR5qvHvZy0A</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilVtj54d7LJAacuQlliQkXeXK-1blptG_hm9OKQVp0yNG-zwIqkZPxK03Ub_rvUzOJc-1VLg8B10YAvqJ6msuY3TbMZsAQuvua8vdVbdtMo5tmzO0BS4gzbIrg_afQbVdfAIom2WhteaM/s1600/corona-5071972_1920-672x372.jpg" imageanchor="1"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilVtj54d7LJAacuQlliQkXeXK-1blptG_hm9OKQVp0yNG-zwIqkZPxK03Ub_rvUzOJc-1VLg8B10YAvqJ6msuY3TbMZsAQuvua8vdVbdtMo5tmzO0BS4gzbIrg_afQbVdfAIom2WhteaM/s320/corona-5071972_1920-672x372.jpg" width="320" /></a><br />
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<br />
<b>3.</b> No vídeo, entenda como funcionam os modelos físico-matemáticos e saiba como se dá aplicação deles no cenário da saúde em tempos de pandemia. O vídeo é uma produção da UFRN, através da Secretaria de Educação a Distância (SEDIS) e do Laboratório de Inovação Tecnológica em Saúde (LAIS), com apoio da Sociedade Brasileira para o <br />
Progresso da Ciência (SBPC) e a Sociedade Brasileira de Física (SBF). Maio de 2020. <a href="https://www.youtube.com/watch?v=8dG_z21nFVk">https://www.youtube.com/watch?v=INcjIruys-E&t=119s</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgygqQyIpkbAcfLej59sNuBml7YGcogjCFmTi67zUpsCcTMsrCFPYWJ3IWM1aY8bGA6YfK9PjxXd7ddmv1kUGPk58-5C0RhZe3jZCRSUBS4DY8Bodvv-ETFcOVrU2dve6Uh7N7Y5xoKnVM/s1600/Screen+Shot+2020-05-19+at+9.52.41+PM.png" imageanchor="1"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgygqQyIpkbAcfLej59sNuBml7YGcogjCFmTi67zUpsCcTMsrCFPYWJ3IWM1aY8bGA6YfK9PjxXd7ddmv1kUGPk58-5C0RhZe3jZCRSUBS4DY8Bodvv-ETFcOVrU2dve6Uh7N7Y5xoKnVM/s320/Screen+Shot+2020-05-19+at+9.52.41+PM.png" width="320" /></a><br />
<br />
<b>4.</b> Saiba Mais agência de reportagem: A importância da física e da matemática na previsão do futuro da pandemia do novo Coronavírus. 19 de Maio de 2020. O Saiba Mais Podcast conversou com o físico e pesquisador da UFRN José Dias do Nascimento Júnior sobre modelos matemáticos e projeções de cenários da maior crise sanitária dos últimos 100 anos.<br />
<a href="https://open.spotify.com/episode/6DsDCpE0Ja15VjnVuEd4JT">https://open.spotify.com/episode/6DsDCpE0Ja15VjnVuEd4JT</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirsHjxiLv-MfDFZ66rfYWttOJXABfj67sC9ZW5z6pF7IwhA7YgYg3sCF8NS2E27LI77GA5dxAhF_zwpJ6BHN1IUhHyE8f-UgfFDlsPg-ekluarKEV5slZVj3oEFjfXvBeWpTHTSnY6t4A/s1600/33d0a851-b607-4949-89bd-e84434edf55d.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirsHjxiLv-MfDFZ66rfYWttOJXABfj67sC9ZW5z6pF7IwhA7YgYg3sCF8NS2E27LI77GA5dxAhF_zwpJ6BHN1IUhHyE8f-UgfFDlsPg-ekluarKEV5slZVj3oEFjfXvBeWpTHTSnY6t4A/s320/33d0a851-b607-4949-89bd-e84434edf55d.jpg" width="320" /></a><br />
<br />
5. Modelos Físico-matématicos snao destaque no dia do Físico. <a href="https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook">https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook</a><br />
<a href="https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook" target="_blank"></a><br />
<a href="https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook" target="_blank"></a><br />
<a href="https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook" target="_blank"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqyRG8iC7z_QJ6b6Kkf-TJTRHwLgUR5JmvIa2Ofxa6TE1bNk1s1YWTd2cWCAmo1ESkKw1AiiYfEj_pMKq1hJnJpZct2T3gNDIND9PRi8mO_9O7WTNkVWxPdXQN4CIxRcP7X0RsIMnzB-I/s1600/Screen+Shot+2020-05-19+at+9.56.37+PM.png" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqyRG8iC7z_QJ6b6Kkf-TJTRHwLgUR5JmvIa2Ofxa6TE1bNk1s1YWTd2cWCAmo1ESkKw1AiiYfEj_pMKq1hJnJpZct2T3gNDIND9PRi8mO_9O7WTNkVWxPdXQN4CIxRcP7X0RsIMnzB-I/s400/Screen+Shot+2020-05-19+at+9.56.37+PM.png" /></a><br />
<a href="https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook" target="_blank"></a><br />
<a href="https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook" target="_blank"></a><br />
<a href="https://ufrn.br/imprensa/noticias/36041/modelos-fisico-matematicos-sao-destaques-no-dia-do-fisico?fbclid=IwAR3KN2k3MYP-An0n8Skn9EPfsNTEomOSOuExiEGQ16885jmhRji30Iaodu8#.XsRZ_sVcjkM.facebook" target="_blank"></a><br />
<br />
"<span style="font-weight: 400;">Independente de áreas específicas de
cada um, somos físicos e estamos acostumados a resolver problema
pensando em quais são os efeitos fundamentais e aqueles que podem ser
descartados. Observamos a natureza e aplicamos leis universais e
princípios fundamentais. Desta forma, com nossas equações ajudamos ‘o
pensar’ do mundo construindo e interiorizando não somente uma retórica,
mas também uma oratória sobre a Natureza e seus fundamentos."</span><br />
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<br />
<br />zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-34337985716110706512020-04-04T22:01:00.001-07:002020-04-05T00:21:57.573-07:00Brasil e França: " O que nos diz os picos locais e picos globais da curva de casos fatais da epidemia <div class="_5pbx userContent _3576" data-ft="{"tn":"K"}" data-testid="post_message" id="js_4">
Brasil e França: Os picos dos gráficos: "Os picos locais e os picos globais da epidemia. Aqui vamos nós e as previsões <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/previs%C3%B5escovid19?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">previsõesCOVID19</span></span></a>
feitas com nossos métodos e também no nosso modelo EpideMic
InfectiOus DiSease of lArge populatIon Code – MOSAIC. (Lyra, do
Nascimento et al. 2020).<br />
<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2iGnu-PTahmTOft-wPp6_EicDQ4tvpfXbPu2f4UCUW3OlzngQwGfPTCcbmkj5ngF9P36LIKv2JWaRjz8z1q8HX3nt6XVrMuuUptlzy1vDalNaM-1oMmdGIeLda4a77qQWBppSiy-Nd5M/s1600/France.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="741" data-original-width="1091" height="433" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2iGnu-PTahmTOft-wPp6_EicDQ4tvpfXbPu2f4UCUW3OlzngQwGfPTCcbmkj5ngF9P36LIKv2JWaRjz8z1q8HX3nt6XVrMuuUptlzy1vDalNaM-1oMmdGIeLda4a77qQWBppSiy-Nd5M/s640/France.jpeg" width="640" /></a></div>
<div style="text-align: justify;">
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<div class="" data-block="true" data-editor="aobp0" data-offset-key="1uboh-0-0">
<div class="_1mf _1mj" data-offset-key="68co-0-0">
<span data-offset-key="68co-0-0"><span data-text="true">Atenção: Se você tem amigos(as) pensando em sair de casa amanhã, encaminhe isto para ele(a). ou se você tá pensando em ir trabalhar amanhã, ou conhece alguém que vai..compartilhe isto aqui para que se entenda o que são esses picos...e que indo trabalhar ou saindo de casa você faz o problema se alongar muitooooo e isso matará pessoas (e arruinará a economia ainda mais). O lockdon mal feito é o PIOR cenário possível. </span></span></div>
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<div class="" data-block="true" data-editor="aobp0" data-offset-key="4ahps-0-0">
<div class="_1mf _1mj" data-offset-key="4ahps-0-0">
<span data-offset-key="4ahps-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="aobp0" data-offset-key="37dfr-0-0">
<div class="_1mf _1mj" data-offset-key="37dfr-0-0">
<span data-offset-key="37dfr-0-0"><span data-text="true">- Pico locais e globais são indicativos matemáticos (ou inclusão de dados artificialmente no mesmo dia). E o pico Global não é necessariamente o fim da epidemia. </span></span></div>
</div>
<div class="" data-block="true" data-editor="aobp0" data-offset-key="4gtb7-0-0">
<div class="_1mf _1mj" data-offset-key="4gtb7-0-0">
<span data-offset-key="4gtb7-0-0"><br data-text="true" /></span></div>
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<div class="" data-block="true" data-editor="aobp0" data-offset-key="dp216-0-0">
<div class="_1mf _1mj" data-offset-key="dp216-0-0">
<span data-offset-key="dp216-0-0"><span data-text="true">Vamos hoje de Brasil & França, atualizando a situação e já vendo que temos flutuações GIGANTESCAS de um dia ocorrendo. São entradas de fatalidades com uma mesma data? Ou eventos reais da historia epidêmica daquela população? Representam situações pontuais? Desde já informo que n fizemos revisão de cenário, pois são picos de 1 dia. Desta forma, nossos cenários pessimista / otimista segue e adotamos hipóteses q variações de 1 dia somente n afetam a previsão por enquanto. Porque razões mostradas já anteriormente (figuras nos comentários, faz sentido colocar agora Brasil & França). </span></span><span class="_5zk7" data-offset-key="dp216-1-0" spellcheck="false" start="597"><span data-offset-key="dp216-1-0"><span data-text="true">#Covid19Brasil</span></span></span><span data-offset-key="dp216-2-0"><span data-text="true"> tem uma dinâmica cruel de subida com variações gigantescas de 1 dia. O </span></span><span class="_5zk7" data-offset-key="dp216-3-0" spellcheck="false" start="684"><span data-offset-key="dp216-3-0"><span data-text="true">#Covid19France</span></span></span><span data-offset-key="dp216-4-0"><span data-text="true"> também. São picos picos da epidemia? Deve ser um pico local, porém o picos de epidemia, se espera que aconteçam nas próximas semanas, e em seguida vem o pico global, que não é o fim da epidemia. Haverá picos até que haja uma proporção suficiente da população imunizada (imunidade de rebanho ou vacinas). No momento, não temos vacinas, e isto demorará cerca de dois anos. Portanto, as coisas vão assim de picos em picos e crescendo até que dois terços da população tenha o Covid-19.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQCSBWqudXEaSCl1xtvqqrG-eUnRonYCK4elw7Pm14z4A6PTxHt_iZeVJb6Ia1Kk8-9QxA956ESuzWIp6aH7IyktCNMluGArLUzNfOFIqBksdL8-q9MnWT4QUEk8rnpHJh8nqDBc0MtV0/s1600/France.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQCSBWqudXEaSCl1xtvqqrG-eUnRonYCK4elw7Pm14z4A6PTxHt_iZeVJb6Ia1Kk8-9QxA956ESuzWIp6aH7IyktCNMluGArLUzNfOFIqBksdL8-q9MnWT4QUEk8rnpHJh8nqDBc0MtV0/s640/France.jpg" width="512" /></a></div>
<b><br /></b>
<b> Qual é o pico Global da epidemia? </b><span data-offset-key="d233r-0-0"><span data-text="true">O pico da epidemia Global é quando a epidemia diminui. Se olharmos para a curva de casos recém-detectados, este é o momento a partir do qual a curva começa a cair (A itália passou por isso semana passada). Matematicamente, essa diminuição na curva ocorre quando uma pessoa infectada infecta menos de uma em média. </span></span><br />
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<b><br /></b>
<br />
<div class="" data-block="true" data-editor="aobp0" data-offset-key="64l2b-0-0">
<div class="_1mf _1mj" data-offset-key="64l2b-0-0">
<span data-offset-key="64l2b-0-0"><span data-text="true"><b>Podemos prever o pico global da epidemia?</b> </span></span></div>
</div>
<div class="" data-block="true" data-editor="aobp0" data-offset-key="9r60r-0-0">
<div class="_1mf _1mj" data-offset-key="9r60r-0-0">
<span data-offset-key="9r60r-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="aobp0" data-offset-key="1l19n-0-0">
<div class="_1mf _1mj" data-offset-key="1l19n-0-0">
<span data-offset-key="1l19n-0-0"><span data-text="true"><span data-offset-key="64l2b-0-0"><span data-text="true"> + ou - na real. </span></span>É o que tentamos aqui. Tudo depende de como a população seguiu as instruções de confinamento. Se a população não seguir as diretrizes de contenção, a epidemia continuará a crescer e você não terá o pico global da epidemia e imediatamente um pico local. aparecerá vários picos. Por outro lado, quanto melhor a população responde (ISOLAMENTO SOCIAL), mais rápido chega o o pico global.</span></span></div>
</div>
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<br />
<b>Quando termina uma epidemia?</b><br />
<br />
<span data-offset-key="bthiq-0-0"><span data-text="true">É um parâmetro chave para entender como a epidemia se espalha é o R0. Este parâmetro traduz o número de pessoas que uma pessoa infectará durante a infecção. Se o R0 for 2, significa que durante a minha infecção eu transmito a infecção para outras duas pessoas. Isso é essencial para entender uma infecção. Porque de acordo com este R0, você saberá quando ocorrerá o pico da epidemia, qual será a intensidade desse pico e qual será a proporção da população infectada. Para o Covid-19, depende do país e do contexto: é estimado entre 2,5 e 3. Com os códigos e dados estamos exatamente tentando entender qual e o R0 e dinâmica do Brasil, do RN. </span></span><br />
<br />
<br />
R0 entre 2,5 e 3, Isso significa que, em média, uma pessoa infectada
com o Covid-19 o transmite para 2,5 ou 3 pessoas. Se você deseja impedir
que a epidemia se espalhe, esse R0 deve ficar abaixo de 1. O pico da
epidemia corresponde ao momento em que o R0 fica abaixo de 1.<br />
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<br />
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="avsa8-0-0">
<div class="_1mf _1mj" data-offset-key="avsa8-0-0">
<b><span data-offset-key="avsa8-0-0"><br data-text="true" /></span></b></div>
</div>
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="ap8f6-0-0">
<div class="_1mf _1mj" data-offset-key="ap8f6-0-0">
<b><span data-offset-key="ap8f6-0-0"><span data-text="true"> A contenção da população é suficiente?</span></span></b></div>
</div>
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="3ui3g-0-0">
<div class="_1mf _1mj" data-offset-key="3ui3g-0-0">
<span data-offset-key="3ui3g-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="4sg08-0-0">
<div class="_1mf _1mj" data-offset-key="4sg08-0-0">
<span data-offset-key="4sg08-0-0"><span data-text="true"> Ao confinar, você muda a dinâmica da historia epidêmica, mas não faz a epidemia desaparecer. Assim que você sai, ou se libera o confinamento, a epidêmia recomeça e ele será iniciada novamente. Enquanto você mantiver a contenção, não haverá mais epidemia (transmissão). O problema é que no dia em que você saia da contenção, especialmente se for uma manada brutal e sem distanciamento social, você impulsiona o crescimento da epidemia e esta voltará novamente um novo pico. É muito importante diminuir o tempo epidêmico, especialmente para os hospitais. Um dos número críticos são o número de leitos em terapia intensiva. Logo, um pico epidêmico gera um pico de hospitalização.</span></span></div>
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<div class="" data-block="true" data-editor="8q1r1" data-offset-key="2kalm-0-0">
<div class="_1mf _1mj" data-offset-key="2kalm-0-0">
<span data-offset-key="2kalm-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="7sr1c-0-0">
<div class="_1mf _1mj" data-offset-key="7sr1c-0-0">
<span data-offset-key="7sr1c-0-0"><span data-text="true">Para o RN fizemos projeções de leitos e evolução dos números de hospitalização. </span></span></div>
</div>
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="20jo5-0-0">
<div class="_1mf _1mj" data-offset-key="20jo5-0-0">
<span data-offset-key="20jo5-0-0"><span data-text="true"> </span></span></div>
</div>
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="fpanj-0-0">
<div class="_1mf _1mj" data-offset-key="fpanj-0-0">
<span data-offset-key="fpanj-0-0"><span data-text="true">https://covid.lais.ufrn.br/#projecoes</span></span></div>
</div>
<div class="" data-block="true" data-editor="8q1r1" data-offset-key="32j47-0-0">
<div class="_1mf _1mj" data-offset-key="32j47-0-0">
<span data-offset-key="32j47-0-0"><br data-text="true" /></span></div>
</div>
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<b><span data-offset-key="98t3f-0-0"><span data-text="true">O que aprendemos com a Coréia do Sul?</span></span></b></div>
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</div>
<div class="_1mf _1mj" data-offset-key="98t3f-0-0">
</div>
</div>
Países que conseguem controlar a epidemia, por exemplo, a Coréia do
Sul, não confinaram a população, mas implementaram medidas de
distanciamento social extremamente fortes. Todo mundo usa uma máscara
continuamente, há uma triagem contínua da população (MUITOS TESTES), e
uma estrategia muito forte para impedir que a epidemia comece novamente
(sem picos).<br />
<br />
<br />
### Gráficos iterativos e informações completas
sobre o RN, Brasil e o mundo, inclusive estes plots incriveis refinados
pelo incansável de <a class="profileLink" data-hovercard-prefer-more-content-show="1" data-hovercard="/ajax/hovercard/user.php?id=100002451525309&extragetparams=%7B%22__tn__%22%3A%22%2CdK-R-R%22%2C%22eid%22%3A%22ARCkgBwPd_wYxTUETC016-_fAY1guWxksN4IoFTknyDD1sG0O0SXCJvHq7VRwBpajEpF8yU8_8It5-Ia%22%2C%22fref%22%3A%22mentions%22%7D" href="https://www.facebook.com/ted.leandro?__tn__=%2CdK-R-R&eid=ARCkgBwPd_wYxTUETC016-_fAY1guWxksN4IoFTknyDD1sG0O0SXCJvHq7VRwBpajEpF8yU8_8It5-Ia&fref=mentions" title="Ted Leandro">Ted Leandro</a>Leandro encotra-se la sala de situação do LAIS no endereço<a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fcovid.lais.ufrn.br%2F%3Ffbclid%3DIwAR0_B0BNJ5ThjvY1oL45kOvKUUkrByrdDjr0bPlZ7XU_qownNNDgyB_DN6A%23projecoes&h=AT26ZHmPrvIY3gMAphDeg7PDz1zrZ-taK-YqJNqy1mIvqkLT0mUBKR8Xi_MUJ3skqVuAc3jfqmfeNl9ZBJmObnGqSsyBoRp5MjRj2Uz0Hn5SFTKvRI0uF0CZPOHS94Mqf7Hby3Hl_fFqRosCtaCwynv00odqQk1A2w" rel="noopener nofollow" target="_blank"> https://covid.lais.ufrn.br/#projecoes</a><br />
<br />
<br />
<br />
=============<br />
O que podemos aprender com a França?<br />
<br />
<span data-offset-key="7f8pg-0-0"><span data-text="true">-Os picos locais podem ter a mesma causa dos picos no Brasil</span></span><br />
<br />
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</div>
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</div>
</div>
<br />
<br />
=============<br />
<br />
<br />
- O que podemos aprender com a Itália?<br />
<br />
- A Itália demorou muito a reconhecer o problema e a gravidade do COVID019? (Ver posição do lockdown).<br />
<br />
- O prefeito Milão teria feito uma campanha publicitaria que Milão n
poderia parar e as pessoas continuaram saindo as ruas? Foi a causa da
Itália entrar pesadamente no cenário pessimista?<br />
<br />
- Desmonte de
saúde publica ao longo dos anos? (+de 350 unidades de saúde fechada nos
últimos 10 anos; 70 mil leitos reduzidos com 36 bilhões de Euros
retirado) Seria isso também, juntando com os outros fatores..Enfim. Boa
notícia. Tudo isso claro, se os dados forem fiéis.<br />
<br />
<br />
========<br />
(!) Onde procurar nossas predições, Informações etc<br />
-- Modelo matemático "MOSAIC = epideMic infectiOus diSease lArge populatIon Code":Python no GitHub: <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fgithub.com%2Fwlyra%2Fcovid19%2Fblob%2Fmaster%2Fcovid19.ipynb%3Ffbclid%3DIwAR3ohDXQ7uZHhe8tXDNH2rHAIof4pTI0FNlTZbFSchrKr7AvM04Sec_64NQ&h=AT2BnytxQEgzcLZNXGKJo9eqITVQd8LTF6RnLH2n8k5FasfD5qjcCevj05bjcaQskiiF6pLCssCHtWaI3fOR2b4VcYQ1scfFitYwStkMcBMPY6jkwqvZSo7bl8_PU_0OfPiu4fL5mD7iTiA0oF5urAWls-mPTVEsyw" rel="noopener nofollow" target="_blank">https://github.com/wlyra/covid19/blob/master/covid19.ipynb</a><br />
-- Repositório de Modelos. Página institucional com Projeções gráficas
do modelo para o COVID-19, progresso das infecções, cenário, níveis de
demanda por Hospitalização e Progressão dos casos no Brasil e Estados
brasileiros. Em primeira mão, para o Estado do Rio Grande Norte. Podem
ser encontrados em<br />
<a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fcovid.lais.ufrn.br%2F%3Ffbclid%3DIwAR1JWsHTGF8ObKBw0Kuo6EuR3MkuEKBw08WvQu480f0UY-K5LzeqOtHrNKk%23projecoes&h=AT1xlGsEu1LNff59Z2HvePcoTNJVm6hh2ElAXKcteJObMB4-lXb6ZodOwjqWFv43f14MXnZweMjBKIfnhbNXB9l2fbz_70y2yb6zz76fbwwKihXxCVRIf5FIzGQVO5HfNJw7F7Ok-MNX4qfswf_W6TQ1n7pW0SjkfA" rel="noopener nofollow" target="_blank">https://covid.lais.ufrn.br/#projecoes</a><br />
Blog: <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Freformulations.blogspot.com%2F%3Ffbclid%3DIwAR3wX2p8gJQ4jSdaM4l86xdTkue-YOMR2lYNp7BBZEVJ04_gGVuRIL7_tBE&h=AT151p2I5FS79DAm8p349jHQ1Vq0Rvck2InZEbxH7vEoj1VYYsEQhZn1wdkW-Yv3PeYgkB71Th-cxl0iqj2hWY1wrpjAcmNBnRlHLg_Glkaq__UwwbsAPFZo6rBhfCp_o4zLPDnDuLpikWKIAKmBCA6UpDsYnlJQww" rel="noopener nofollow" target="_blank">http://reformulations.blogspot.com/</a><br />
Twitter <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Ftwitter.com%2FjdonascimentoJr%3Ffbclid%3DIwAR0dZORWNpQ7kIHGV18dcq4K0DnxojDLYm-puS6mSfD9eNOpKau7GI8w9qg&h=AT3g6v4OrPpzgimw6pfAqJG-ZUZqmWoS4RABwn-hEga0YfbgIiydt0NTBP1rMJnuhrM_hlyd4GvejfjuhP4EM_PSKs_IWgaUz14dYc1iRGANyOkp68NtXHKqhrLgFPoN5UgkBqzwXE-x-sBlbMXujN6EHiNwSXHoJQ" rel="noopener nofollow" target="_blank">https://twitter.com/jdonascimentoJr</a><br />
Repercussão:<br />
Uol <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fwww.uol.com.br%2F%3Ffbclid%3DIwAR2V-_y6vGYiZkGXYC7F3FDKUv3gfZC1fZm1aEZufcMHuTmtXRK3FIzTBxE&h=AT27r4TNpazEaT3EoEFdJcJphOLMgDk57e52k64gvyQeP1Mb2elh8NNNuki8HFJS9AYdjPDWVFu8jFI-U1nXfMUJX7vU0rQRy_tngug9do96PCAAIHvYMJR02-ox972fGoe5Ks_AuW96-48vhJ_0A5oyzr5tp3-USg" rel="noopener nofollow" target="_blank">https://www.uol.com.br/</a>…/como-modelo-cientifico-usado-na-as…<br />
TecMundo <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fwww.tecmundo.com.br%2F%3Ffbclid%3DIwAR0K7N21E6hSdBocImzSBa2NLlzH5TlT1MW6XT5gGo_AoKFvkH4a2fK3HxU&h=AT2VRKAoCEx63TbzghIPjTugdfVZmQxTOokjBMz-h8Lwv_gnUScHiI59hegp3Ec4yaPcTUp_cwsIGL2m_VFCubM1l1X3EJbgXNTrAmhxuMXm5523saMs3s9mTcIErclcuclYZlo2urfG-QI5536r8o1lg_x3OvlfHg" rel="noopener nofollow" target="_blank">https://www.tecmundo.com.br/</a>…/151189-quantos-morrer-coronav…<br />
UFRN <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fufrn.br%2F%3Ffbclid%3DIwAR0652vTo6_OQAYSkYbXQlFy1tXZPbgV6Q8JhPMeulrmMyVytcY5NLjydEI&h=AT120KXU4ZvNXeDjdCv7syXmLz-7eMwWKJFbMazaaBsuJCS1XaX8Zcttj9twG3QM8SRQCzhh-FA_-JAfe3OHZqvaQUr8r66StNhJONqST3v0I5QdLs2x97jIMMkNlphSvKSRxAb3XO2NHO3Gom9XQ_xVUFY9NLu3AQ" rel="noopener nofollow" target="_blank">https://ufrn.br/</a>…/modelo-fisico-matematico-ajuda-a-prever-o…<br />
UFRN <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fufrn.br%2F%3Ffbclid%3DIwAR1mzev21BJUhQcwduLOiptn6ktJOJmmZJVwMvb7TP6tYHFEUvNYno7yAtU&h=AT3IW5qaQhj9YV4LALghB0eOP9nI7OQNl6EC2fKO5-EMxEmG94qGMSQQMgB4AsoqG-Cpw5EghC5q3EqQNOu4FhmDdlN9hU2dVVyOvzGvHWh36erxRNVfSt4fFDJCy_yb8I5SjenM8SshQq-unFWC9cu4i-yvQ-kJew" rel="noopener nofollow" target="_blank">https://ufrn.br/</a>…/reportagens-e-saberes/34574/mapas-e-grafi…<br />
Aqui algum material de divulgação, pouco técnico porém necessário mostrando o impacto social/popularização/educacional (anexos)<br />
Uol <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fwww.uol.com.br%2F%3Ffbclid%3DIwAR2dYwg8GOXhq1u2nmkxIUg7e80lTqyEM_-LpbzPC2M3o-yCu7nKptL-h2g&h=AT0kGUIR0wlEDhUQTwOh1AH2daYzVsKBRzVWw4NGmfaFEy-saKdRSR18YnreWTi0JWVUwZkyp9InPbpjmGxuHY7CgyAOayh63W3NTCUdYUsUzKeFlL0YPENpZxmJWPL0kNAOwrgIYXlFSHrQ1JNIW68bUgqVPzfUJA" rel="noopener nofollow" target="_blank">https://www.uol.com.br/</a>…/como-modelo-cientifico-usado-na-as…<br />
TecMundo <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fwww.tecmundo.com.br%2F%3Ffbclid%3DIwAR1nG4m01mMl0lFp_1Ro1xv7sNAX8bheD4UrP6X__U85YD3MJz5i53fti2s&h=AT2PYh6rcg7NqSCjKYFzxaVda_W-anedrIH0hYSloarDAHduF5niX09Fm61_kCTmH3au_lHPdYWqFr7rm1CYhuvBVGSUB3I_16Vd7HCMsLzADvcqb8Tlo3EUXXXU8S-OTFN7cYs9co2uypWEvEK5r5kpujRnhvqwGA" rel="noopener nofollow" target="_blank">https://www.tecmundo.com.br/</a>…/151189-quantos-morrer-coronav…<br />
Saiba mais: <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fwww.saibamais.jor.br%2Fpico-de-contaminacao-do-coron%3Ffbclid%3DIwAR2hln7y9Wo3swFmm-ZzP79pTLl1oZqmHdMuc9L5bbmBBlCMr08tgYSGwUE&h=AT2ki3Bz0FoP3tGbLB7FbSajxR4-_Eyl9h1n3dnhtqdLIqYQnHm1DjM27wrjOvFAE5sVBapxOZbvSdXatKdbTw4IDRxH9ZA-eHLCrdesaaCvSCSEG_sCTu_9fj4lw6tld8qUY_IqXpX-VC-RPsRjEuulFFGC3CWs5A" rel="noopener nofollow" target="_blank">https://www.saibamais.jor.br/pico-de-contaminacao-do-coron</a>…/<br />
Tribuna do Norte <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" data-lynx-uri="https://l.facebook.com/l.php?u=http%3A%2F%2Fwww.tribunadonorte.com.br%2F%3Ffbclid%3DIwAR151fj3AsX4BSl28NnbnDWyHDudY1CeUy_X1NnUHRSme8X8uQWaGgLXvgA&h=AT1m4sHkKBLjBrEV1atPLZOsnpG4v0i82KsE-p2VRNf7dVQQ9FEkzIWFFPuciXrwvBtnrrgkbhj2MEyuevpeMUtipoWLdxbFQF93MraD1mLyHeWU_L7HOynuH5dFIAQ-sjZd1lL2m-Z4QKYHCVSECRGJcHRkXNypWg" href="http://www.tribunadonorte.com.br/?fbclid=IwAR151fj3AsX4BSl28NnbnDWyHDudY1CeUy_X1NnUHRSme8X8uQWaGgLXvgA" rel="noopener nofollow" target="_blank">http://www.tribunadonorte.com.br/</a>…/ma-dico-epidemio…/476123…<br />
UFRN <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fufrn.br%2F%3Ffbclid%3DIwAR16F97eZKPI3DG7ZQHZCjUPfUmrlzF1y2PM9tYhWuQFf6WlZa3nLiyu_UM&h=AT2SLB0OZ8SJ7ZmzeBKFKqtB2g1_Xg94KnyvgW6aZ--nTOdj13WCS6OYSYA_xp0QDSLv4ZGYQHKopJEAmRc0KmCIyMBdpST6qMb-wjmvrpM3XDWOWS9MsvVXXpruG_CfMxD_8Fq6M_-_K8AKpnHkWeY_zTjovggm3Q" rel="noopener nofollow" target="_blank">https://ufrn.br/</a>…/modelo-fisico-matematico-ajuda-a-prever-o…<br />
UFRN <a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fufrn.br%2F%3Ffbclid%3DIwAR1PSoKRTf33C0IFJCfXQF7e2gg8N-1GNCJ2V-Uy_2cqLuOvhEVHqEADyKs&h=AT1-LfsArz6JpcdS7TiwgkUGGT_gMH_OHkQEo2dTx0-VeLCZwBz45sxQg6Hx3VwQyiRQJNEyGeGJNVzQlnDGIbOefPNEcI7M6VOQbHdAzyiVTavvL2F4gv2lLX3TEMzoXmB8PVbldo4rahlotKbW9aNqNxCdw_JcRg" rel="noopener nofollow" target="_blank">https://ufrn.br/</a>…/…/34574/mapas-e-graficos-a-servico-da-saud</div>
zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com1tag:blogger.com,1999:blog-7577445822906222048.post-26667401594694154672020-04-02T22:00:00.000-07:002020-04-04T11:00:43.053-07:00 Façam suas apostas. Brasil em P1; P2; ou P3? previsõesCOVID19 5af, 2 de Abril de 2020. <br />
<div class="" data-block="true" data-editor="37lm1" data-offset-key="6jth8-0-0">
<div class="_1mf _1mj" data-offset-key="6jth8-0-0">
<span data-offset-key="6jth8-0-0"><span data-text="true">5af, 2 de Abril de 2020. A hora da verdade: Façam suas apostas. </span></span>O Brasil na sua cruel de subida segue as <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/previs%C3%B5escovid19?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">previsõesCOVID19</span></span></a>.
Hoje eu desenhei pra ver se alguns entendem, A SITUAÇÃO é muito grave.
Em física, o que se faz é descrever três cenários para cobrir todas as
possibilidade. Para o Brasil, acho que ainda não temos o parâmetro "R0"
do modelo calibrado. Como na Itália, foi no início que os cenários foram
ajustados e nós ainda NÃO ajustamos o nosso "R0". No nosso caso da curva
da direita, temos a seguinte possibilidade de cenário.</div>
</div>
<div class="" data-block="true" data-editor="37lm1" data-offset-key="1hlth-0-0">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV0gB8lzGWSFRQx3Tjqz18B_D5LaU4aHWK-4M-pbmTpGJjbjfHSTTP8qah7GJ2oFNxtkCNQDp8iUc105W1GILlBc-EtsrFpwqDbLmhoRk7ZjSItfYrYfrz7l9X46YrAfG9pM6N2iMZOUg/s1600/IMG_4814.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="761" data-original-width="1069" height="283" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV0gB8lzGWSFRQx3Tjqz18B_D5LaU4aHWK-4M-pbmTpGJjbjfHSTTP8qah7GJ2oFNxtkCNQDp8iUc105W1GILlBc-EtsrFpwqDbLmhoRk7ZjSItfYrYfrz7l9X46YrAfG9pM6N2iMZOUg/s400/IMG_4814.JPG" width="400" /></a></div>
<br />
- <b>Cenário Pessimista 0 (P0)</b>: Já ferrou, era otimista na verdade. Pessimista pois o vírus entrou na fase de 'transmissão urbana'!!<br />
<br />
<b>- Cenário Pessimista 1 (P1)</b> <span style="color: lime;"><b><span style="color: #6aa84f;">Luz Verde</span></b>: </span><span data-offset-key="8mha8-0-0">Neste, teríamos feito parte do nosso dever de casa pois estamos no c. pessimista, porém melhores que a Itália. Já aqui começamos a "suavizar" a curva. O Nosso RO esta "ok". As previsões são "ruins", e as babaquices e DEScontroles do governo em nada afetaram a nossa vida, nem pioraram nem ajudaram, pois na Itália não temos uma negacionista e o caminho foi o mesmo. Ou seja, somos um país como os outros..</span>.<br />
<br />
<br />
<b>- Cenário Pessimista 2 (P2):</b> <b><span style="color: #f1c232;">Luz Amarela</span>:</b> Luz Amarela: Não fizemos o dever de casa, que seria suavizar a curva, e a quantidade de mortes sobe, como no caso da Itália. Ou seja. Tudo bem, vamos ter aquelas imagens da Itália com cachões etc. É muito ruim sim. As babaquices do governo em DESACREDITAR a ciência se sobrepõem a um lockdown mal feito, e subimos na direção do cenário italiano. Será muito difícil, pois o Brasil não tem a estrutura da Itália, apesar da diferença de área, população etc.<br />
<br />
<br />
<b>-Cenário Pessimista 3 (P3) <span style="color: #cc0000;">Luz vermelha</span>.</b> EESTAMOS PÉSSIMOS. A quantidade de mortes sobe numa velocidade muito maior que a da Itália. Estaríamos numa derivado muito PIOR. Séria o equivalente agora a irmos na taxa dos US, ou pior. Neste cenário o lockdown feito como hoje n está praticamente servindo. Teremos que rever ações. Nos organizarmos melhor e se possível calar o presidente. Temos que ter uma lei rápida de Biosegurança para enquadrar os desmando do gestores que trouxeram uma nação até aqui, negando o poder do COVID-19. O nosso "Ro" está nas alturas! TODOS devem agir e escutar os bons cientistas médicos deste país. Eles vão aparecer.<br />
<br /></div>
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<div data-contents="true">
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<span data-offset-key="73lg4-0-0"><span data-offset-key="8fjg5-0-0"><span data-text="true">-- <b>A Itália</b> ainda apresenta oscilações dentro da zona prevista por nosso modelo. Eu realmente gostaria que os pontos descessem já, agora! Porém se acompanhar o modelo eu vou realmente dobrar a aposta sobre o que esperamos para o Brasil. +1 sinal sobre a robustez do que que estamos fazendo. É ciência!!! As simple as that! Gostem os políticos ou não.</span></span></span></div>
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<span data-offset-key="73lg4-0-0"><span data-offset-key="2q15l-0-0"><span data-text="true"><b>-- O Rio Grande do Norte</b> </span></span></span>claro aumenta sua estatística de infectados. +1 fatalidade infelizmente. Agora faço parte do Comitê técnico consultivo COVID-19 no RN, nomeado pela Gov. Fátima Bezerra através de seus quadros da saúde. Os modelos estão nas reuniões. Equipe competente e muito qualificada! Espero dar uma contribuição a altura as expectativas.<br />
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<span data-offset-key="a4vk-0-0">A iteratividade dos modelos = graças ao trabalho incansável de </span><span class="_247o" data-offset-key="a4vk-1-0" spellcheck="false">Ted Leandro</span><span data-offset-key="a4vk-2-0">. </span><span data-offset-key="a4vk-3-0">Parabéns</span><span data-offset-key="a4vk-4-0">!!!! dará leituras das curvas pelos gestores e publico geral em tempo real. Tudo lá na plataforma iterativa de dados no LAIS. Inclusive os graphs do RN. É a resposta INTELECTUAL aos negacionistas. </span></div>
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<span data-offset-key="73lg4-0-0"><span data-offset-key="fh0vg-0-0"><span data-text="true">https://covid.lais.ufrn.br/#projecoes</span></span></span></div>
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<span data-offset-key="73lg4-0-0"><span data-offset-key="953b4-0-0"><span data-text="true">(!) ATENçÃO: Pico de contaminação do Coronavírus no RN deve acontecer no final de 15 abril - 1 de maio. Possíveis vítimas fatais que morreram no Início de Maio vão se contaminar com a Covid-19 nos próximos dias. Logo, fique em casa. Em uma reunião hoje com o comitê COVID-19 do Governo do estado eu fui enfático em dizer isso, e pouco tempo depois a quarentena foi mantida. A Governadora fez a coisa certa! </span></span></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh3Z4gfXx-Cw86gUS8A2G-dYgCaTNmMUN0yX5boMq-TFHFe7Yc6_LoNKn4DRqiBS7ounp3TyxEBOjEUPIeysC1S8zSW-Dr9ckikMuUdlrqWIpo67DKLOVfIP5LbtChaTT80RuyHGZ78Qw/s1600/newplot%25281%2529.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgh3Z4gfXx-Cw86gUS8A2G-dYgCaTNmMUN0yX5boMq-TFHFe7Yc6_LoNKn4DRqiBS7ounp3TyxEBOjEUPIeysC1S8zSW-Dr9ckikMuUdlrqWIpo67DKLOVfIP5LbtChaTT80RuyHGZ78Qw/s640/newplot%25281%2529.png" width="640" /></a></td></tr>
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<tr><td class="tr-caption" style="font-size: 12.800000190734863px;"></td><td class="tr-caption" style="font-size: 12.800000190734863px;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="font-size: 12.800000190734863px;"></td></tr>
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<span data-offset-key="73lg4-0-0"><span data-offset-key="ddcti-0-0"><span data-text="true">=============</span></span></span></div>
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<span data-offset-key="73lg4-0-0"><span data-offset-key="1ce5-0-0"><span data-text="true">-O que podemos aprender com a Itália?</span></span></span></div>
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<span data-offset-key="73lg4-0-0"><span data-offset-key="253jj-0-0"><span data-text="true">- A Itália demorou muito a reconhecer o problema e a gravidade do COVID019? (Ver posição do lockdown).</span></span></span></div>
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<span data-offset-key="a79nm-0-0"><span data-text="true">- O prefeito Milão teria feito uma campanha publicitaria que Milão n poderia parar e as pessoas continuaram saindo as ruas? Foi a causa da Itália entrar pesadamente no cenário pessimista?</span></span></div>
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<span data-offset-key="3cnil-0-0"><span data-text="true">- Desmonte de saúde publica ao longo dos anos? (+de 350 unidades de saúde fechada nos últimos 10 anos; 70 mil leitos reduzidos com 36 bilhões de Euros retirado) Seria isso também, juntando com os outros fatores..Enfim. Boa notícia. Tudo isso claro, se os dados forem fiéis.</span></span></div>
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<span data-offset-key="3u3ag-0-0"><span data-text="true">-Sobre os plots: Brasil - Itália. As escalas são diferentes no eixo y(abcissa), pois o equivalente temporal do Brasil na historia de infecção da Itália, seria aque de uma Itália no dia 29/Fev. Ou seja, momentos, historias epidêmicas deslocadas, porém que podem ser iguais (tomara q não).</span></span></div>
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<span data-offset-key="29p7a-0-0"><span data-text="true">Logo, os plots NÃO poderiam estar na mesma escala. </span></span></div>
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<span data-offset-key="7fl7s-0-0"><span data-text="true">========</span></span></div>
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<span data-offset-key="7id0t-0-0"><span data-text="true">(!) Onde procurar nossas predições, Informações etc</span></span></div>
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<span data-offset-key="7psvl-0-0"><span data-text="true">-- Modelo matemático "MOSAIC = epideMic infectiOus diSease lArge populatIon Code":Python no GitHub: https://github.com/wlyra/covid19/blob/master/covid19.ipynb</span></span></div>
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<span data-offset-key="3ovsi-0-0"><span data-text="true">-- Repositório de Modelos. Página institucional com Projeções gráficas do modelo para o COVID-19, progresso das infecções, cenário, níveis de demanda por Hospitalização e Progressão dos casos no Brasil e Estados brasileiros. Em primeira mão, para o Estado do Rio Grande Norte. Podem ser encontrados em</span></span></div>
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<span data-offset-key="1mmqg-0-0"><span data-text="true">https://covid.lais.ufrn.br/#projecoes</span></span></div>
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<span data-offset-key="5ff3v-0-0"><span data-text="true">Blog: http://reformulations.blogspot.com/</span></span></div>
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<span data-offset-key="5102a-0-0"><span data-text="true">Twitter https://twitter.com/jdonascimentoJr</span></span></div>
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<span data-offset-key="2uj4n-0-0"><span data-text="true">Repercussão:</span></span></div>
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<span data-offset-key="2udi6-0-0"><span data-text="true">Uol https://www.uol.com.br/…/como-modelo-cientifico-usado-na-as…</span></span></div>
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<span data-offset-key="43ju6-0-0"><span data-text="true">TecMundo https://www.tecmundo.com.br/…/151189-quantos-morrer-coronav…</span></span></div>
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<span data-offset-key="5r9kd-0-0"><span data-text="true">UFRN https://ufrn.br/…/modelo-fisico-matematico-ajuda-a-prever-o…</span></span></div>
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<span data-offset-key="1c01v-0-0"><span data-text="true">UFRN https://ufrn.br/…/reportagens-e-saberes/34574/mapas-e-grafi…</span></span></div>
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<span data-offset-key="6ccjv-0-0"><span data-text="true">Aqui algum material de divulgação, pouco técnico porém necessário mostrando o impacto social/popularização/educacional (anexos)</span></span></div>
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<span data-offset-key="6416j-0-0"><span data-text="true">Uol https://www.uol.com.br/…/como-modelo-cientifico-usado-na-as…</span></span></div>
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<span data-offset-key="b5huj-0-0"><span data-text="true">TecMundo https://www.tecmundo.com.br/…/151189-quantos-morrer-coronav…</span></span></div>
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<span data-offset-key="771tv-0-0"><span data-text="true">Saiba mais: https://www.saibamais.jor.br/pico-de-contaminacao-do-coron…/</span></span></div>
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<span data-offset-key="mqiq-0-0"><span data-text="true">Tribuna do Norte http://www.tribunadonorte.com.br/…/ma-dico-epidemio…/476123…</span></span></div>
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<span data-offset-key="37h45-0-0"><span data-text="true">UFRN https://ufrn.br/…/modelo-fisico-matematico-ajuda-a-prever-o…</span></span></div>
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<span data-offset-key="604ko-0-0"><span data-text="true">UFRN https://ufrn.br/…/…/34574/mapas-e-graficos-a-servico-da-saud</span></span><br />
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" /> </span></span></div>
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-38887824711643034812020-03-31T21:53:00.000-07:002020-04-04T10:13:14.195-07:00#CenárioCOVID19 Brasil: Subida no cenário pessimista previsto! 31-03-20 <div class="" data-block="true" data-editor="evddt" data-offset-key="alho8-0-0" style="text-align: justify;">
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Boa Noite! Aqui nosso acompanhamento para hoje da <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/previs%C3%B5escovid19?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">previsõesCOVID19</span></span></a>.
É um singelo relatório de dados para o Brasil (já esperávamos que seria ruim) e
para o Rio Grande do Norte q tão pouco é bom. O macro cenário confirma a
suspeita de ontem dos modelos projetados (projeção pintada de Azul no
graph do Brasil). Deixamos para trás o cenário otimista como
desconfiava ontem. O Brasil e começa agora uma subida do cenário
pessimista previsto. Lembrando que as zonas pintadas são estatísticas
calculadas e não variam de um dia para outro. São calculadas com
hipóteses a-priori. A Itália segue ainda com varrição positiva de
fatalidades acrescentadas. Para o RN temos infelizmente acrescimentos de
pontos, e segundo a dinâmica dos modelos, projetamos que amanhã e
depois teremos casos adicionados. Por enquanto são estatísticas de
poucos números. <span data-offset-key="73lg4-0-0"><br data-text="true" /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvx3S0HwwMduwkBrY37VKejhnAjkY6jT888FdO_D4UfXq0EGyqdMzr0bUQzEMGhHJTtl0nnxKaIUmK15H4MfdK4_WZ8kzXefTZV9hgXUoLTmmIz09kvicBwNiT6av-0pYHFVL49nlkuVQ/s1600/Projecao_Brasil_Italia_01abril.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="1500" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvx3S0HwwMduwkBrY37VKejhnAjkY6jT888FdO_D4UfXq0EGyqdMzr0bUQzEMGhHJTtl0nnxKaIUmK15H4MfdK4_WZ8kzXefTZV9hgXUoLTmmIz09kvicBwNiT6av-0pYHFVL49nlkuVQ/s640/Projecao_Brasil_Italia_01abril.jpg" width="640" /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWqU9PAG2__zXiyX7HPf4ee1wwvwKkPOkt6QZAzm8aRKT8TwOuAU8vnpUrfX_LkJqZdOW3HwWkh6QN5MZDm8zkOp1r5Ci7tY_7Z0dAyG5c0WxpXUgPzxQwj8bHFNZFCH7HFi5MvnCnzwA/s1600/Projecao_Brasil_Italia_31mar.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1125" data-original-width="1500" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWqU9PAG2__zXiyX7HPf4ee1wwvwKkPOkt6QZAzm8aRKT8TwOuAU8vnpUrfX_LkJqZdOW3HwWkh6QN5MZDm8zkOp1r5Ci7tY_7Z0dAyG5c0WxpXUgPzxQwj8bHFNZFCH7HFi5MvnCnzwA/s640/Projecao_Brasil_Italia_31mar.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 12.800000190734863px;"></td><td class="tr-caption" style="font-size: 12.800000190734863px;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="font-size: 12.800000190734863px;"></td></tr>
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<span data-offset-key="203mh-0-0">Temos um aprimoramento fantástico das nossas figuras,
que começaram com desenhos manuais e agora são iterativas e com a
possibilidade do usuário manipular, escolher e baixar pontos (coloco
exemplo abaixo). Tudo isso feito pelo gigantesco <a class="profileLink" data-hovercard-prefer-more-content-show="1" data-hovercard="/ajax/hovercard/user.php?id=100002451525309&extragetparams=%7B%22__tn__%22%3A%22%2CdK-R-R%22%2C%22eid%22%3A%22ARCl9PUsyUqjZb1J0xXy0SXfW5bjKnZzlgMwW9BkfSgeU-5AufSOAOPOfO7TVqijvqCDyyNdnL8H6BzV%22%2C%22fref%22%3A%22mentions%22%7D" href="https://www.facebook.com/ted.leandro?__tn__=%2CdK-R-R&eid=ARCl9PUsyUqjZb1J0xXy0SXfW5bjKnZzlgMwW9BkfSgeU-5AufSOAOPOfO7TVqijvqCDyyNdnL8H6BzV&fref=mentions" title="Ted Leandro">Ted Leandro</a>,
que agora é coautor do Artigo com o modelo, devido as suas
implementações e soluções para o modelo. O lockdown da Itália tiveram um
retorno lento, como disse e que pode
ser lido ai nos nossos gráficos e o Brasil precisa entender 16 dias é o
mínimo para termos resultados, como mostram as simulações.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEKdAELWtSPCxva4UPIqC-1JQh7c3dPSbDSRn-Yk1QCE_BUIieTMfblvvTK7TFCG2DBv7Y6KwCVf1BnWUyZd4JpL9HpecpLy6BXD9mCY9AmC0XqkwJ0SNpEXAMhgIj8KbkTAqlj6muIUE/s1600/6de869ac-893d-480f-a6ae-5adceb7501c4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="775" data-original-width="1127" height="440" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEKdAELWtSPCxva4UPIqC-1JQh7c3dPSbDSRn-Yk1QCE_BUIieTMfblvvTK7TFCG2DBv7Y6KwCVf1BnWUyZd4JpL9HpecpLy6BXD9mCY9AmC0XqkwJ0SNpEXAMhgIj8KbkTAqlj6muIUE/s640/6de869ac-893d-480f-a6ae-5adceb7501c4.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 12.800000190734863px;"></td><td class="tr-caption" style="font-size: 12.800000190734863px;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="font-size: 12.800000190734863px;"></td></tr>
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<span data-offset-key="2s2vm-0-0"><span data-text="true">-
Esta semana entramos em 15 dias antes do pico de contaminação e demanda
máxima nos hospitais. A quarentena é essencial estes dias. Se não
saiu, não saia mais de jeito nenhum. </span></span></div>
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<span data-offset-key="f7shs-0-0"><span data-text="true">-Seguindo
os tempo característicos da infecção, será o infectado semana que vem
que terá a maior probabilidade de gravidade. Os modelos estão em </span></span></div>
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<span data-offset-key="fhdm9-0-0"><span data-text="true"> Hoje inauguramos as previsões dos modelos para o Rio Grande do Norte. 1 morte confirmada hoje, infelizmente. Nossos modelos apontam para pelo menos 3 sub notificações</span></span><br />
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<b><span data-offset-key="utpv-0-0"><span data-text="true">Número de leitos para RN (Obrigado Dr Afrânio, Obrigado Aldo)</span></span></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnT323iJ3P9WzRMMu3OeWLMr4bvB5HGaV4xbMbEoFKLB4eyJYQP1s2nHytddUlexIDjy0PNKqAb8LSmz4agafg0rJ4BzDtS1-Ilccx1_C4_EW4osSoV1IUVX930HtU2kAXoeXgvNgVlGg/s1600/ccdcdacb-540f-4c6e-8737-0be1577cd862.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1224" data-original-width="971" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnT323iJ3P9WzRMMu3OeWLMr4bvB5HGaV4xbMbEoFKLB4eyJYQP1s2nHytddUlexIDjy0PNKqAb8LSmz4agafg0rJ4BzDtS1-Ilccx1_C4_EW4osSoV1IUVX930HtU2kAXoeXgvNgVlGg/s400/ccdcdacb-540f-4c6e-8737-0be1577cd862.jpg" width="316" /></a></div>
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<span data-offset-key="35gc8-0-0"><span data-offset-key="crbk9-0-0"><span data-text="true">Importante
salientar nesta previsão do plot central desta Figura para Natal. A
linha tracejada é exatamente este número de leitos. E precisamos deixar a
linha azul, abaixo desse valor (linha tracejada) antes do dia 21 de
Abril 2020. Precisamos saber o número de leitos para cada 100 mil
habitantes no RN para localizar na sua posição real esta linha rosa
tracejada no gráfico central (threshold )</span></span></span><br />
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<b><span data-offset-key="bbp1p-0-0"><span data-text="true"> A curva do RN simulada hoje com base em 3 caso de fatalidade (1 confirmada) </span></span></b></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSyjkfYgjpbETclriWpXfILb9_jG5hVoSTbQqXqOvrxfct_w7guEwxXMPksBV0k0U-lbN1FpITeSwudwbMItbcirHL-CF6XVxTFWVBxCOeoYnCBRPLw1hZD_a9jwjGAPjd31AnL5deNKE/s1600/newplot%25281%2529.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="900" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSyjkfYgjpbETclriWpXfILb9_jG5hVoSTbQqXqOvrxfct_w7guEwxXMPksBV0k0U-lbN1FpITeSwudwbMItbcirHL-CF6XVxTFWVBxCOeoYnCBRPLw1hZD_a9jwjGAPjd31AnL5deNKE/s320/newplot%25281%2529.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="text-align: center;"></td></tr>
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<b><span data-offset-key="bbp1p-0-0"><span data-text="true"> A situaçnao do Brasil no contexto global em gráfico do tipo log. </span></span></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBHWOsC8pFWQkAU156-NHr1YBgLK3WBUOQegiAPzNm9kzLPgh95ixg33kKDune2TBhxaiZlcrKCSgDRjeT9itG0e46JYWhYNpmAAUlZPbOoq_7K_MUoueFYgyMaB1_1kGPHYCp8Yjj4ng/s1600/Infografico_brasil_30mar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="1500" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBHWOsC8pFWQkAU156-NHr1YBgLK3WBUOQegiAPzNm9kzLPgh95ixg33kKDune2TBhxaiZlcrKCSgDRjeT9itG0e46JYWhYNpmAAUlZPbOoq_7K_MUoueFYgyMaB1_1kGPHYCp8Yjj4ng/s640/Infografico_brasil_30mar.jpg" width="640" /></a></div>
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<b><span data-offset-key="bbp1p-0-0"><span data-text="true"> Modelo SIR para o Brasil com previsões de hospitalizações, assintomáticos etc </span></span></b><br />
<b><span data-offset-key="bbp1p-0-0"><span data-text="true"><br /></span></span></b></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi26aMGhhID6Lpg1Tc_yiBcI4LwJ-DJLs3CwxXLDJu_3dggdA1NqRDiLm4QV56sgUeKBZ3a1-822aMEhmRzRrtM7MN0x7Jahc85zOLiffDwhkNRtx3zZQMh-df_P-nQ4w5fcSsZwFgmCm4/s1600/WhatsApp+Image+2020-03-27+at+22.18.53+%25282%2529.jpeg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="968" data-original-width="976" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi26aMGhhID6Lpg1Tc_yiBcI4LwJ-DJLs3CwxXLDJu_3dggdA1NqRDiLm4QV56sgUeKBZ3a1-822aMEhmRzRrtM7MN0x7Jahc85zOLiffDwhkNRtx3zZQMh-df_P-nQ4w5fcSsZwFgmCm4/s400/WhatsApp+Image+2020-03-27+at+22.18.53+%25282%2529.jpeg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 12.800000190734863px;"></td><td class="tr-caption" style="font-size: 12.800000190734863px;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="font-size: 12.800000190734863px;"></td></tr>
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<div class="_1mf _1mj" data-offset-key="dvm9f-0-0">
<span style="color: red;"><span data-offset-key="dvm9f-0-0"><span data-text="true">(!) Onde procurar nossas predições, Informações etc</span></span></span></div>
</div>
<div class="" data-block="true" data-editor="evddt" data-offset-key="cs286-0-0">
<div class="_1mf _1mj" data-offset-key="cs286-0-0">
<span data-offset-key="cs286-0-0"><br data-text="true" /></span>
<span data-offset-key="cs286-0-0"><span data-offset-key="7lb8f-0-0"><span data-text="true"><b>-- Modelo matemático "</b></span></span></span><span data-offset-key="cs286-0-0"><span data-offset-key="7lb8f-0-0"><span data-text="true"><b><span data-offset-key="7lb8f-0-0"><span data-text="true">MOSAIC = epide<span style="color: red;">M</span>ic infecti<span style="color: red;">O</span>us di<span style="color: red;">S</span>ease l<span style="color: red;">A</span>rge populatIon <span style="color: red;">C</span>ode"</span></span>:</b>Python no GitHub: <a href="https://github.com/wlyra/covid19/blob/master/covid19.ipynb">https://github.com/wlyra/covid19/blob/master/covid19.ipynb</a></span></span></span></div>
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<div class="_1mf _1mj" data-offset-key="93fcg-0-0">
<br />
<span data-offset-key="318lg-0-0"><b><span data-text="true">-- Repositório de Modelos</span></b>.
Página institucional com Projeções grafícas do modelo para o COVID-19,
progresso das infecções, cenário, níveis de demanda por Hospitalização
e Progressão dos casos no Brasil e Estados brasileiros.</span><span data-offset-key="318lg-0-0"><span data-offset-key="318lg-0-0"> Em primeira mão, para o Estado do Rio Grande Norte. </span>Podem ser encontrados em<br /> </span></div>
</div>
<span data-offset-key="318lg-0-0"><a href="https://covid.lais.ufrn.br/#projecoes" target="_blank">https://covid.lais.ufrn.br/#projecoes</a></span><span data-offset-key="318lg-0-0"><span data-offset-key="318lg-0-0"> </span></span><br />
<br />
<br />
<span data-offset-key="318lg-0-0"><span data-offset-key="318lg-0-0"><b>Blog:</b> </span></span><a href="http://reformulations.blogspot.com/"><span data-offset-key="318lg-0-0">http://reformulations.blogspot.com/</span></a><br />
<br />
<span data-offset-key="318lg-0-0"><b>Twitter</b> <a href="https://twitter.com/jdonascimentoJr">https://twitter.com/jdonascimentoJr</a></span><br />
<br />
<b><span data-offset-key="318lg-0-0">Repercussão:</span></b><span data-offset-key="318lg-0-0"> </span><br />
<ul>
<li><span data-offset-key="318lg-0-0"><i>Uol</i> <a href="https://www.uol.com.br/tilt/noticias/redacao/2020/03/29/como-modelo-cientifico-usado-na-astronomia-preve-covid-19-avancar-no-brasil.htm">https://www.uol.com.br/tilt/noticias/redacao/2020/03/29/como-modelo-cientifico-usado-na-astronomia-preve-covid-19-avancar-no-brasil.htm</a></span></li>
</ul>
<ul>
<li><span data-offset-key="318lg-0-0"><i>TecMundo</i> <a href="https://www.tecmundo.com.br/ciencia/151189-quantos-morrer-coronavirus-brasil-cientistas-respondem.htm">https://www.tecmundo.com.br/ciencia/151189-quantos-morrer-coronavirus-brasil-cientistas-respondem.htm</a> </span></li>
</ul>
<ul>
<li><span data-offset-key="318lg-0-0"> <a href="https://www.saibamais.jor.br/pico-de-contaminacao-do-coronavirus-no-rn-deve-acontecer-no-final-de-abril-estimam-cientistas/" target="_blank"><i>Saiba Mais</i> </a></span><span data-offset-key="318lg-0-0"><a href="https://www.saibamais.jor.br/pico-de-contaminacao-do-coronavirus-no-rn-deve-acontecer-no-final-de-abril-estimam-cientistas/" target="_blank"><span data-offset-key="318lg-0-0">Agência de reportagem</span></a></span><span data-offset-key="318lg-0-0"> </span></li>
</ul>
<ul>
<li><a href="http://www.tribunadonorte.com.br/noticia/ma-dico-epidemiologista-sugere-que-bairros-criem-rede-de-protea-a-o-ao-idoso/476123?fbclid=IwAR0Em_cD_GNE2fvNSCQEISN2iVA5l_B6lxd0JBClekwplkNKFhmpUDGQA8E" target="_blank"><span data-offset-key="318lg-0-0">Tribuna do Norte 29 03 2020 Natal - RN</span></a> </li>
</ul>
<ul>
<li><span data-offset-key="318lg-0-0"> <a href="http://www.tribunadonorte.com.br/noticia/modelo-fa-sico-matema-tico-mostra-aumento-de-33-de-a-bitos-no-paa-s-ao-dia/476045" target="_blank">Tribuna do Norte 208 03 2020 Natal - RN</a></span><span data-offset-key="318lg-0-0"> </span></li>
</ul>
<ul>
<li><span data-offset-key="318lg-0-0">UFRN <a href="https://ufrn.br/imprensa/noticias/34406/modelo-fisico-matematico-ajuda-a-prever-o-crescimento-do-covid-19">https://ufrn.br/imprensa/noticias/34406/modelo-fisico-matematico-ajuda-a-prever-o-crescimento-do-covid-19</a></span></li>
</ul>
<ul>
<li><span data-offset-key="318lg-0-0">UFRN <a href="https://ufrn.br/imprensa/reportagens-e-saberes/34574/mapas-e-graficos-a-servico-da-saude">https://ufrn.br/imprensa/reportagens-e-saberes/34574/mapas-e-graficos-a-servico-da-saude</a></span></li>
</ul>
<br />zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-71807406255573754422020-03-30T22:22:00.002-07:002020-04-04T10:13:52.623-07:00#previsõesCOVID19 Itália o pior já passou. E o RN?<div class="" data-block="true" data-editor="evddt" data-offset-key="alho8-0-0" style="text-align: justify;">
<div class="_1mf _1mj" data-offset-key="alho8-0-0">
<span data-offset-key="7vp2i-0-0"><span data-text="true">As </span></span><span class="_5zk7" data-offset-key="7vp2i-1-0" spellcheck="false" start="3"><span data-offset-key="7vp2i-1-0"><span data-text="true">#previsõesCOVID19</span></span></span><span data-offset-key="7vp2i-2-0"><span data-text="true"> para Itália e Brasil aqui. Primeiramente para a Itália onde o cenário de queda se confirma. Agora é aguardar e ir torcendo que caia cada vez mais. A curvinha vermelha nos nossos gráficos segue uma tendência baseada nos pontos. Amanhã ela deve virar definitivamente e seguir caindo. Nossa projeção de cenários é a mesma de sempre (área verde). Se mudar isso, aviso a vocês, E parece que o surto do coronavírus finalmente PASSOU do pico como previmos para a Itália?</span></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5HAd2z0GhfBHolyAWXZ6vlO6JIBF5xgqCvfDZ1o1aT63R9DAS880l2Us7FUWMApbEwTAGMc-EOD2ybueQLVzvrwrXQw_iQebdXw0mxFoC_jzyz_crvHzHsACAZ_9ZRm3LKKuzyf_oxqA/s1600/Projecao_Brasil_Italia_30mar.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1125" data-original-width="1500" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5HAd2z0GhfBHolyAWXZ6vlO6JIBF5xgqCvfDZ1o1aT63R9DAS880l2Us7FUWMApbEwTAGMc-EOD2ybueQLVzvrwrXQw_iQebdXw0mxFoC_jzyz_crvHzHsACAZ_9ZRm3LKKuzyf_oxqA/s400/Projecao_Brasil_Italia_30mar.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 12.800000190734863px;"></td><td class="tr-caption" style="font-size: 12.800000190734863px;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="font-size: 12.800000190734863px;"></td></tr>
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<span data-offset-key="1bhs4-0-0"><span data-text="true"> Agora o Brasil deu um passo bem interessante e sinalizando uma descambada acompanhando o cenário otimista. Porém, sem querer ser o torcedor do pior possível e vendo a variação dos pontos da Itália em torno do 29 de Fevereiro, que é o equivalente a nossa situação hoje, diria que teremos que esperar mais uns 5 dias para ver a decisão. Dois detalhes, </span></span></div>
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<span data-offset-key="2s2vm-0-0"><span data-text="true">- Esta semana entramos em 15 dias antes do pico de contaminação e demanda máxima nos hospitais. A quarentena é essencial estes dias. Se não saiu, não saia mais de jeito nenhum. </span></span></div>
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<span data-offset-key="f7shs-0-0"><span data-text="true">-Seguindo os tempo característicos da infecção, será o infectado semana que vem que terá a maior probabilidade de gravidade. Os modelos estão em </span></span></div>
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<span data-offset-key="fhdm9-0-0"><span data-text="true"> Hoje inauguramos as previsões dos modelos para o Rio Grande do Norte. </span></span></div>
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<span data-offset-key="fhdm9-0-0"><span data-text="true"> </span></span><b><span class="_5zk7" data-offset-key="fhdm9-1-0" spellcheck="false" start="75"><span data-offset-key="fhdm9-1-0"><span data-text="true">#previsõesCOVID19RN </span></span></span></b><a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/previs%C3%B5escovid19rn?source=feed_text&epa=HASHTAG"><span class="_5afx"><span class="_58cm"></span></span></a><br />
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<span data-offset-key="ej7i9-0-0"><span data-text="true">(!) A curva de Natal apresentada os seguintes aspectos. O primeiro gráfico no topo vemos a quantidade populacional em função do tempo. Temos 3 curva, em rosa número de indivíduos expostos, violeta para indivíduos assintomáticos, amarelos para infectados, quarentena em cinza e demandas hospitalares em azul. Podemos ver que o pico quantidade de casos expostos em torno do 16 de abril e infectados por volta do 5 de Maio. Já no gráfico que é intermediário nós temos os números das hospitalizações e a curva dos casos para ICU (cuidados intensivos ou UTI) que é rosa continuo. O rosa pontilhada precisa ainda ser corrigido com o números de leitos para o RN e Natal. </span></span></div>
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<span data-offset-key="btncc-0-0"><span data-text="true">No gráfico inferior nós temos a distribuições cumulativas de casos. Alinha em amarelo é a projeção de casos infectados já abaixo em preto nós temos no traço contínuo preto o modelo que mostra a evolução do número de mortes no modelo. Os pontos amarelos são os dados confirmados de COVID0-19 a partir dos testes e os pontos pretos são as mortes confirmadas com causa-mortis COVID-19. Podemos ver a posição do Lockdown em Natal que foi em torno do 24 de Março e os traços de 14 dias depois. Três casos fatais estão na figura. Parnamirim esta incluído como grande Natal. </span></span></div>
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<span data-offset-key="9gjv8-0-0"><span data-text="true">Percebe-se nos modelos (Figura do centro) que a semana do 21 de Abril de 2020 será o pior momento da demanda leitos hospitalares. Atenção, o modelos tem variações pois rodamos estas previsões com somente 3 casos. O que pouco para um confiabilidade aceitável. </span></span></div>
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<span data-offset-key="utpv-0-0"><span data-text="true">Número de leitos parao RN</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnT323iJ3P9WzRMMu3OeWLMr4bvB5HGaV4xbMbEoFKLB4eyJYQP1s2nHytddUlexIDjy0PNKqAb8LSmz4agafg0rJ4BzDtS1-Ilccx1_C4_EW4osSoV1IUVX930HtU2kAXoeXgvNgVlGg/s1600/ccdcdacb-540f-4c6e-8737-0be1577cd862.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1224" data-original-width="971" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnT323iJ3P9WzRMMu3OeWLMr4bvB5HGaV4xbMbEoFKLB4eyJYQP1s2nHytddUlexIDjy0PNKqAb8LSmz4agafg0rJ4BzDtS1-Ilccx1_C4_EW4osSoV1IUVX930HtU2kAXoeXgvNgVlGg/s400/ccdcdacb-540f-4c6e-8737-0be1577cd862.jpg" width="316" /></a></div>
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<span data-offset-key="35gc8-0-0"><span data-offset-key="crbk9-0-0"><span data-text="true">Importante salientar nesta previsão do plot central desta Figura para Natal. A linha tracejada é exatamente este número de leitos. E precisamos deixar a linha azul, abaixo desse valor (linha tracejada) antes do dia 21 de Abril 2020. Precisamos saber o número de leitos para cada 100 mil habitantes no RN para localizar na sua posição real esta linha rosa tracejada no gráfico central (threshold )</span></span></span><br />
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<b><span data-offset-key="bbp1p-0-0"><span data-text="true"> A curva do RN simulada hoje com base em 3 caso de fatalidade (1 confirmada) </span></span></b></div>
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<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 12.800000190734863px;"></td><td class="tr-caption" style="font-size: 12.800000190734863px;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="font-size: 12.800000190734863px;"></td></tr>
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<b><span data-offset-key="bbp1p-0-0"><span data-text="true"> A situaçnao do Brasil no contexto global em gráfico do tipo log. </span></span></b><br />
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<b><span data-offset-key="bbp1p-0-0"><span data-text="true"> Modelo SIR para o Brasil com previsões de hospitalizações, assintomáticos etc </span></span></b><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi26aMGhhID6Lpg1Tc_yiBcI4LwJ-DJLs3CwxXLDJu_3dggdA1NqRDiLm4QV56sgUeKBZ3a1-822aMEhmRzRrtM7MN0x7Jahc85zOLiffDwhkNRtx3zZQMh-df_P-nQ4w5fcSsZwFgmCm4/s1600/WhatsApp+Image+2020-03-27+at+22.18.53+%25282%2529.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="968" data-original-width="976" height="317" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi26aMGhhID6Lpg1Tc_yiBcI4LwJ-DJLs3CwxXLDJu_3dggdA1NqRDiLm4QV56sgUeKBZ3a1-822aMEhmRzRrtM7MN0x7Jahc85zOLiffDwhkNRtx3zZQMh-df_P-nQ4w5fcSsZwFgmCm4/s320/WhatsApp+Image+2020-03-27+at+22.18.53+%25282%2529.jpeg" width="320" /></a></td></tr>
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<tr><td class="tr-caption" style="font-size: 12.800000190734863px;"></td><td class="tr-caption" style="font-size: 12.800000190734863px;"><span style="color: red;">Para um versão atualizada sempre: Observatório COVID19 LAIS https://covid.lais.ufrn.br/#projecoes</span></td><td class="tr-caption" style="font-size: 12.800000190734863px;"></td></tr>
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<span style="color: red;"><span data-offset-key="dvm9f-0-0"><span data-text="true">(!) Onde procurar nossas predições, Informações etc</span></span></span></div>
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<div class="" data-block="true" data-editor="evddt" data-offset-key="cs286-0-0">
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<span data-offset-key="cs286-0-0"><span data-offset-key="7lb8f-0-0"><span data-text="true"><b>-- Modelo matemático "</b></span></span></span><span data-offset-key="cs286-0-0"><span data-offset-key="7lb8f-0-0"><span data-text="true"><b><span data-offset-key="7lb8f-0-0"><span data-text="true">MOSAIC = epide<span style="color: red;">M</span>ic infecti<span style="color: red;">O</span>us di<span style="color: red;">S</span>ease l<span style="color: red;">A</span>rge populatIon <span style="color: red;">C</span>ode"</span></span>:</b>Python no GitHub: <a href="https://github.com/wlyra/covid19/blob/master/covid19.ipynb">https://github.com/wlyra/covid19/blob/master/covid19.ipynb</a></span></span></span></div>
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<span data-offset-key="318lg-0-0"><b><span data-text="true">-- Repositório de Modelos</span></b>. Página institucional com Projeções grafícas do modelo para o COVID-19, progresso das infecções, cenário, níveis de demanda por Hospitalização e Progressão dos casos no Brasil e Estados brasileiros.</span><span data-offset-key="318lg-0-0"><span data-offset-key="318lg-0-0"> Em primeira mão, para o Estado do Rio Grande Norte. </span>Podem ser encontrados em<br /> </span></div>
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<span data-offset-key="318lg-0-0"><a href="https://covid.lais.ufrn.br/#projecoes" target="_blank">https://covid.lais.ufrn.br/#projecoes</a></span><span data-offset-key="318lg-0-0"><span data-offset-key="318lg-0-0"> </span></span><br />
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<span data-offset-key="318lg-0-0"><span data-offset-key="318lg-0-0"><b>Blog:</b> </span></span><a href="http://reformulations.blogspot.com/"><span data-offset-key="318lg-0-0">http://reformulations.blogspot.com/</span></a><br />
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<span data-offset-key="318lg-0-0"><b>Twitter</b> <a href="https://twitter.com/jdonascimentoJr">https://twitter.com/jdonascimentoJr</a></span><br />
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<b><span data-offset-key="318lg-0-0">Repercussão:</span></b><span data-offset-key="318lg-0-0"> </span><br />
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<li><span data-offset-key="318lg-0-0"><i>Uol</i> <a href="https://www.uol.com.br/tilt/noticias/redacao/2020/03/29/como-modelo-cientifico-usado-na-astronomia-preve-covid-19-avancar-no-brasil.htm">https://www.uol.com.br/tilt/noticias/redacao/2020/03/29/como-modelo-cientifico-usado-na-astronomia-preve-covid-19-avancar-no-brasil.htm</a></span></li>
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<li><span data-offset-key="318lg-0-0"><i>TecMundo</i> <a href="https://www.tecmundo.com.br/ciencia/151189-quantos-morrer-coronavirus-brasil-cientistas-respondem.htm">https://www.tecmundo.com.br/ciencia/151189-quantos-morrer-coronavirus-brasil-cientistas-respondem.htm</a> </span></li>
</ul>
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<li><span data-offset-key="318lg-0-0"> <a href="https://www.saibamais.jor.br/pico-de-contaminacao-do-coronavirus-no-rn-deve-acontecer-no-final-de-abril-estimam-cientistas/" target="_blank"><i>Saiba Mais</i> </a></span><span data-offset-key="318lg-0-0"><a href="https://www.saibamais.jor.br/pico-de-contaminacao-do-coronavirus-no-rn-deve-acontecer-no-final-de-abril-estimam-cientistas/" target="_blank"><span data-offset-key="318lg-0-0">Agência de reportagem</span></a></span><span data-offset-key="318lg-0-0"> </span></li>
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<li><a href="http://www.tribunadonorte.com.br/noticia/ma-dico-epidemiologista-sugere-que-bairros-criem-rede-de-protea-a-o-ao-idoso/476123?fbclid=IwAR0Em_cD_GNE2fvNSCQEISN2iVA5l_B6lxd0JBClekwplkNKFhmpUDGQA8E" target="_blank"><span data-offset-key="318lg-0-0">Tribuna do Norte 29 03 2020 Natal - RN</span></a> </li>
</ul>
<ul>
<li><span data-offset-key="318lg-0-0"> <a href="http://www.tribunadonorte.com.br/noticia/modelo-fa-sico-matema-tico-mostra-aumento-de-33-de-a-bitos-no-paa-s-ao-dia/476045" target="_blank">Tribuna do Norte 208 03 2020 Natal - RN</a></span><span data-offset-key="318lg-0-0"> </span></li>
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<li><span data-offset-key="318lg-0-0">UFRN <a href="https://ufrn.br/imprensa/noticias/34406/modelo-fisico-matematico-ajuda-a-prever-o-crescimento-do-covid-19">https://ufrn.br/imprensa/noticias/34406/modelo-fisico-matematico-ajuda-a-prever-o-crescimento-do-covid-19</a></span></li>
</ul>
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<li><span data-offset-key="318lg-0-0">UFRN <a href="https://ufrn.br/imprensa/reportagens-e-saberes/34574/mapas-e-graficos-a-servico-da-saude">https://ufrn.br/imprensa/reportagens-e-saberes/34574/mapas-e-graficos-a-servico-da-saude</a></span></li>
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-8123043446944581302020-03-30T10:49:00.000-07:002020-03-31T22:04:41.407-07:00Cenário #previsõesCOVID19 2af 30-03-20 <div class="css-1dbjc4n r-156q2ks">
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Tem tudo para ser um ponto de inversão!</span> A Previsão de cenário Gráfico Itália - Brasil alivia um nos ultimos dias e nossas <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/previs%C3%B5escovid19?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">previsõesCOVID19</span></span></a>
estão ficando interessantes. O modelo peditório está respondendo bem. O número de
mortes parece ter "REFLETIDO" na parede verde dos nossos cálculos do
modelo para um cenário pessimista (apesar de). Boa!!! Nossa projeção é a
mesma de sempre (área verde), e parece que o surto do coronavírus
finalmente chegou no pico como previsto na Itália?<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"> Vamos agora aos dados do modelo para o tempo de lockdown. e outros paramêtros. </span><span class="r-18u37iz"><a class="css-4rbku5 css-18t94o4 css-901oao css-16my406 r-1n1174f r-1loqt21 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0" data-focusable="true" dir="ltr" href="https://twitter.com/hashtag/previs%C3%B5esCOVID19?src=hashtag_click" role="link">#previsõesCOVID19</a></span></div>
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<span class="r-18u37iz"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Parece que o surto do coronavírus finalmente chegou no pico como previsto? Ou seja, as hipóteses de partida que fizemos fazem MUITO sentido, e o tempo característico das medidas de lockdown da tiveram já um retorno que pode ser lido nos gráficos?</span></span></div>
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">Este resultado deixa a estatística robusta e é uma prova de fogo para o cenário que estamos esperando? Uma coisa é certa, somente os dados com as projeções podem dizer algo sobre o que vem por aí.</span><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"> </span></div>
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"> O Brasil está no momento crítico ainda, porém n aconteceu um número
expressivo de mortes (graças), o que nos deixa talvez com mais um
tiquinho de esperança que o isolamento (mesmo que parcial) esteja
"segurando" uma explosão de casos e números de mortes, ou as
subnotificações estão enterradas e uma hora aparecerá. </span><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">O que podemos aprender com a Itália?</span> </span></div>
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">----
A Itália demorou muito a reconhecer o problema e a gravidade do COVID019? </span></span></div>
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<span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">O prefeito Milão teria feito uma campanha publicitaria que Milão n poderia parar e as pessoas continuaram saindo as ruas?</span></span></div>
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-<span class="r-18u37iz"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"> Desmonte de saúde publica ao longo dos anos? (+de 350 unidades de
saúde fechada nos últimos 10 anos; 70 mil leitos reduzidos com 36
bilhões de Euros retirado) Seria isso também, juntando com os outros
fatores..Enfim. Boa notícia. Tudo isso claro, se os dados forem fiéis. </span></span></div>
<span class="r-18u37iz"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><br /></span> </span><br />
<span class="r-18u37iz"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">## Modelos com predição para o Brasil (em construção)</span></span><br />
<span class="r-18u37iz"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><br /></span> </span><br />
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-81581149958247146842020-03-29T11:13:00.000-07:002020-03-30T10:33:31.610-07:00Pensando bem...<span data-offset-key="6glm5-0-0"><span data-text="true">Não sou de desejar mal a ninguém, nem quero que ninguém morra, mesmo quem mereceria. Porém cientificamente falando gostaria muito de ver Boris Johnson e Bozonaro dependendo de um respirador mecânico, sem ar e PENSANDO q vai morrer. Cansado e sonolentim ali pensando nos milhares que deixou propsitalmente se infectar, mesmo sendo avisado pelos ciêntistas e sabendo q o sistema de saúde ia saturar. Aqui uma das nossas projeções do artigo quase pronto. A Figura devev sair do EMABARGO hoje `a noite. Depois da meia noite, liberada para compartilhamentos.</span></span><br />
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-52030977213218260882020-03-27T11:10:00.002-07:002020-03-27T11:12:16.272-07:00SIR Equações diferenciaisOs alunos as vezes reproduzem as limitações dos mestres e isso é ruim,
porém a prerrogativa do "ser aluno" permite isso, e como tudo se apaga
com o tempo segundo a própria temporalidade de tudo, eles estão salvos
do julgamento. Respondendo aqui as perguntas dos meus queridos alunos,
lá vai um slide que será incorporado tanto no Curso de Evolução Estelar
da Pós-Graduação, e no Curso de Mecânica Clássica do Final do
Bacharelado em Física. Respondendo: É ai que a evolução dinâmica se
encontra. São sistemas dinâmicos com equações diferenciais acopladas. É
lindo não é mesmo? E lembre-se: A física tem que trazer Liberdade,
prazer e abrir a mente, se não for assim, tá sendo feita errada. Os
slides mostram as Equações diferenciais que regem a Estrutura e Evolução
Estelar & Evolução da Propagação de Doenças.<br />
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-48873281963986381992020-03-26T08:20:00.001-07:002020-03-26T11:55:09.946-07:00COVID-19 Analise SIR do 26.03.20<div class="separator" style="clear: both; text-align: center;">
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<b>SIR model p/ USA em 26.032020</b><br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV3Sl_tuSqOHp4soLs_hI24T9tByH8LTej6MSzzmGwQbSA_NWoTJAZPyCp7MO-YWIPlBHoBLuCZPJjnbvP6VTVSa9kPAwyrVNK6VzgIviNrdRZpYbMBjvskTa_pamOL-ntQfdkZcvCfxE/s1600/US_2020-03-25.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="961" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV3Sl_tuSqOHp4soLs_hI24T9tByH8LTej6MSzzmGwQbSA_NWoTJAZPyCp7MO-YWIPlBHoBLuCZPJjnbvP6VTVSa9kPAwyrVNK6VzgIviNrdRZpYbMBjvskTa_pamOL-ntQfdkZcvCfxE/s400/US_2020-03-25.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">nosso modelo SIR (Lyra & do Nasciemnto, 2020) para USA </td></tr>
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<span lang="PT-BR" style="mso-ansi-language: PT-BR;">Aqui abaixo nossos modelos SIR para USA seguindo as mesmas condições <span style="mso-spacerun: yes;"> </span>já calibradas para a China e Itália. Particularidades
sobre essas curvas<span style="font-family: "symbol";">.</span></span><br />
<ul>
<li><span lang="PT-BR" style="mso-ansi-language: PT-BR;"><span style="font-family: "symbol";"> </span>O Pico epidêmico está por volta do
final de Abril início de Maio</span><span lang="PT-BR" style="mso-ansi-language: PT-BR;"> (~1 Maio 2020)</span></li>
<li><span lang="PT-BR" style="mso-ansi-language: PT-BR;">US tá como previsto, tem um <span style="mso-spacerun: yes;"> </span>situação complicada. Não muito bem na subida
da curva. </span></li>
<li><span lang="PT-BR" style="mso-ansi-language: PT-BR;">Apesar da população de casos variar MUITO de estados para estado. A demora
nas decisões e uma estrutura política onde o governador pode ou não seguir as diretrizes <span style="mso-spacerun: yes;"> </span>federais causam um descompasso. É futuro do
Brasil? </span></li>
<li><span lang="PT-BR" style="mso-ansi-language: PT-BR;">Observe que a inclinação no <span style="mso-spacerun: yes;"> </span>gráfico log abaixo não depende do tamanho
total do população do país e mostra a situação hoje 26/03/2020 para os US. </span></li>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3-igTQi1p-dX3hbYvhVNMOaqIoI0OEKLGeuHuew_dv205vzzQ2VpAL7v027af45EXnOflvrbIcn8LCrm4wUQBNbBQQegtSAJR6iZE2felf5Yi9WIz6jHMuIR5deNAvwLUt53H7fHx5Ao/s1600/90919542_10218437622705174_9129678033962139648_o.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="960" data-original-width="837" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3-igTQi1p-dX3hbYvhVNMOaqIoI0OEKLGeuHuew_dv205vzzQ2VpAL7v027af45EXnOflvrbIcn8LCrm4wUQBNbBQQegtSAJR6iZE2felf5Yi9WIz6jHMuIR5deNAvwLUt53H7fHx5Ao/s200/90919542_10218437622705174_9129678033962139648_o.jpg" width="174" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span dir="ltr"><span class="_3l3x">Johns Hopkins Univ. CSSE. Plot é de J. Burn-Murdoch, publicado no Financial Times. Updated para 25
de Março 2020, isto é, ontem. </span></span></td></tr>
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<br />
<b>SIR model p/ França em 26.032020</b><br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoh0zzojlBklKqjeSvYMsL3_AOxOq4_fM34EprGDTk6RgACD6jEn5xBvxcGZmHX2hu2QRHXFoHclP2_g8pqOIOgLiqS0Ra4fM82KmqrrHJsu0cv9lSCmXSoSmW_9bI66LpuHjkzJLyN54/s1600/France_2020-03-25.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="961" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoh0zzojlBklKqjeSvYMsL3_AOxOq4_fM34EprGDTk6RgACD6jEn5xBvxcGZmHX2hu2QRHXFoHclP2_g8pqOIOgLiqS0Ra4fM82KmqrrHJsu0cv9lSCmXSoSmW_9bI66LpuHjkzJLyN54/s400/France_2020-03-25.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">nosso modelo SIR (Lyra & do Nasciemnto, 2020) para a França </td></tr>
</tbody></table>
<br />
<span lang="PT-BR" style="mso-ansi-language: PT-BR;">Aqui abaixo nossos modelos SIR para a França seguindo as mesmas condições <span style="mso-spacerun: yes;"> </span>já calibradas para a China e Itália. Particularidades
sobre essas curvas<span style="font-family: "symbol";">.</span></span><br />
<ul>
<li><span lang="PT-BR" style="mso-ansi-language: PT-BR;"><span style="font-family: "symbol";"> </span>O Pico epidêmico está por volta do
final de </span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">~15 de Maio 2020 </span></li>
</ul>
zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-84324668565106059802020-03-19T10:19:00.000-07:002020-03-26T08:07:09.974-07:00Modelo físico-matematico da dinâmica do coronavírus no Brasil? <div style="text-align: justify;">
<span lang="PT-BR" style="font-size: 16.0pt; mso-ansi-language: PT-BR;">Foi pouco antes do Natal, por
volta do 31 de dezembro de 2019 que os chineses anunciaram o surto epidêmico de
um novo coronavírus (COVID-19) na cidade de Wuhan.<span style="mso-spacerun: yes;"> </span>No dia de hoje, em 21 de março de 2020, mais
de 303.000 infecções foram confirmadas e abrange praticamente todos os lugares
do mundo. Segundo a Organização Mundial da Saúde (OMS) o COVID-19 é
classificado como uma pandemia em 2020. A dinâmica do vírus é bastante
agressiva e o mesmo se espalha rapidamente.<span style="mso-spacerun: yes;">
</span>No primeiro mês, para se ter uma ideia, o número de infecções confirmadas
aumentou mais de 1.000.000%. Se a doença continuasse a se espalhar num ritmo
assim, toda a população global estaria infectada antes de abril.<span style="mso-spacerun: yes;"> </span></span></div>
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: large;"><b><span lang="PT" style="font-family: "courier"; mso-ansi-language: PT;">A modelização matemática e a
previsão da dinâmica de infeção do COVID-19 no Brasil e no Mundo.</span></b></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: large;"><br /></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="PT" style="font-family: "courier"; font-size: large; mso-ansi-language: PT;">José-Dias do Nascimento &
Wladmir Lira</span></div>
<br />
<div style="text-align: justify;">
<span lang="PT-BR" style="font-size: 16.0pt; mso-ansi-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>Para a sorte ou não,<span style="mso-spacerun: yes;"> </span>da população global, não é assim que as
doenças realmente se espalham e por isso mesmo a modelização matemática é
necessária e precisa levar em conta populações diferentes que possuem
dinâmicas próprias e muitas dependem especificamente de cada vírus, além de
aspectos regionais,<span style="mso-spacerun: yes;"> </span>geográficos,
culturais<span style="mso-spacerun: yes;"> </span>de um determinado lugar. No caso do COVID-19, 90% das
infecções confirmadas nos primeiros meses estavam restritas a quatro países:
China (67%), Itália (9%), Irã (7%) e Coréia do Sul (7%). No entanto, esses
números mudam diariamente e por exemplo a China, tem sua própria distribuição
de casos em função do tempo, e este é um aspecto matematicamente relevante para
se planejar diante da gravidade da situação. A matemática das equações
diferenciais que descrevem populações Inter atuantes tem um papel fundamental
nisso. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/mr8Tz01FtZc/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/mr8Tz01FtZc?feature=player_embedded" width="320"></iframe></div>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<div align="center" class="MsoNormal" style="text-align: center;">
<div class="MsoNormal" style="text-align: justify;">
<div class="MsoNormal" style="text-align: justify;">
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT-BR" style="font-size: 16.0pt; mso-ansi-language: PT-BR;"> Neste combate, a OMS, assim
como os centros de controle e prevenção de doenças de diversos governos
espalhados pelo mundo usam os dados dos países já contaminados para entender a
dinâmica de disseminação do vírus. O modelo fundamental é bem simples e uma
funcionando pode-se adicionar aos dados alguns filtros para, por exemplo, fazer
projeções dos números de respiradores, leitos ou vacinas que possam ser
produzidas e para saber o momento certo de que cada uma das ações devem ser
impostas pelo governo `a população, de forma a diminuir a taxa de infeção.<span style="mso-spacerun: yes;"> </span>A modelagem matemática de doenças infecciosas é dessa
forma uma parte essencial do esforço operacional de controle da epidemia. Um
modelo de doença bem projetado pode ajudar a prever o curso provável de uma
epidemia e revelar as estratégias corretas e mais eficientes e realistas para minimizar
danos para a sociedade. </span><br />
<br />
<span lang="PT-BR" style="font-size: 16.0pt; mso-ansi-language: PT-BR;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span lang="PT-BR" style="font-family: "courier"; font-size: 16.0pt;">O Modelo SIR
Lyra & do Nascimento (2020) e as taxas de disseminação do COVID-19 no
Brasil</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT-BR" style="font-size: 16.0pt; mso-ansi-language: PT-BR;">Um modelo dinâmico bastante
utilizado em estudos de infectologia matemática é o modelo SIR. O modelo SIR é
um dos modelos compartimentais dos mais simples que existem. Muitos modelos são
derivações dessa forma básica, no qual o núcleo matemático é muito bem estabelecido.<span style="mso-spacerun: yes;"> </span>O modelo consiste em três compartimentos: S
para o número de suscetíveis, I para o número de infectados e R para o número
de indivíduos recuperados (ou imunes). Este é um modelo é razoavelmente
preditivo para doenças infecciosas transmitidas de humano para humano e onde a
recuperação apresenta alguma resistência duradoura, como por exemplo sarampo,
caxumba e rubéola. Nas hipóteses das simulação espaciais do modelo SIR, temos
que cada célula (ou nó)<span style="mso-spacerun: yes;"> </span>pode infectar
seus oito vizinhos imediatos e desta forma as variáveis (S, I e R)
representam o número de pessoas em cada compartimento em um determinado momento
da linha evolutiva da doença. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="PT-BR" style="font-size: 16.0pt; mso-ansi-language: PT-BR;">Para melhor descrever que o
número de indivíduos suscetíveis, infectados e recuperados pode variar ao longo
do tempo (mesmo que o tamanho total da população permaneça constante), tornamos
os números precisos como sendo uma função de t (tempo). Sendo assim as
variáveis S(t), I(t) e R(t) descrevem para uma doença específica como o
COVID-19 em <span style="mso-spacerun: yes;"> </span>uma população, essas funções
podem ser elaboradas para prever possíveis surtos e controlá-los. Assim como
estimar números de leitos ou respiradores artificiais. <span style="mso-spacerun: yes;"> </span>Na Figura 1, a simulação realizada com os
modelos SIR superpostos com as distribuições reais ajudam a entender <span style="mso-spacerun: yes;"> </span>e <span style="mso-spacerun: yes;"> </span>prever novos casos, e casos futuros, assim
como aqueles<span style="mso-spacerun: yes;"> </span>confirmados diariamente para
os sistemas Coreia do Sul e Itália.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Para maiores detalhes, ver o artigo Lyra &
do Nascimento (2020, in preparation), assim como os links abaixo.</span><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGI49X-KXZLgxiX7qq20jPGVJP-E6CgkP8JxqgZwewP30yKHZlAJPENOHUBVyhcqdIVggKm_CvOwU3uDNF_naEAZAWapmByj2QyZFOW0DSHuuq2TkQqCJ_70YmdfX2PmnAQP-sjGH081Q/s1600/Brazil_2020-03-25.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="961" data-original-width="1600" height="384" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGI49X-KXZLgxiX7qq20jPGVJP-E6CgkP8JxqgZwewP30yKHZlAJPENOHUBVyhcqdIVggKm_CvOwU3uDNF_naEAZAWapmByj2QyZFOW0DSHuuq2TkQqCJ_70YmdfX2PmnAQP-sjGH081Q/s640/Brazil_2020-03-25.jpg" width="640" /></a></div>
<br />
<br />
<br />
<br />
<br />
<ul>
<li><div class="tec--article__header__title" id="js-article-title">
<a href="https://www.tecmundo.com.br/ciencia/151189-quantos-morrer-coronavirus-brasil-cientistas-respondem.htm?fbclid=IwAR1hOUg3lJIHf48Nn-KZ2zsg-7-WnFE2SiAYOuMkTDCa5nDmGSJDzNWLfbY%C2%B7%20%20%20%20%20%20https://github.com/wlyra/covid19/blob/master/covid19.ipynb" target="_blank">Quantos podem morrer pelo coronavírus no Brasil? Cientistas respondem!</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span lang="PT-BR" style="font-size: 16.0pt; mso-ansi-language: PT-BR;"> </span></div>
</li>
</ul>
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<span lang="PT-BR" style="font-family: "symbol"; font-size: 16.0pt;"><span style="mso-list: Ignore;"><br /><span style="font: 7.0pt "Times New Roman";"> </span></span></span></div>
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div.WordSection1
{page:WordSection1;}</style>zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-20959504294911242082020-03-02T17:10:00.000-08:002020-03-02T17:10:18.850-08:00<div class="separator" style="clear: both; text-align: center;">
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Ora Raios e pontas em ponta negra.<br />
<br />
Já teve chuva forte ontem e vem mais água por aí! Esse ano é atípico e
com descargas elétricas acima do normal. Explicar a descarga em si é
tranquilo, porém a estatística de sua incidência numa área não é uma
tarefa fácil até porque depende de muitos fatores e estes variam com o
tempo.<br />
Sobre raios, estes começam como cargas estáticas em uma
nuvem de chuva. Os ventos dentro da nuvem são muito turbulentos. Gotas
de água na parte inferior da nuvem são capturadas nas correntes
ascendentes e elevadas a grandes alturas, onde a atmosfera muito mais
fria as congela. Enquanto isso, correntes de ar na nuvem empurram o gelo
e caem do topo da nuvem. Onde o gelo descendo encontra a água subindo,
os elétrons são removidos. Na verdade isso aí é o começo e a física em
seus detalhes teóricos é um pouco mais complicado que isso, mas o
resultado é uma nuvem com o fundo com carga negativa e um topo com carga
positiva. Os campos elétricos se tornam incrivelmente fortes e com a
atmosfera agindo como um isolante elétrico, as cargas ficam e excesso
flutuando na nuvem como um elástico esticado e pronto para lançar seu
excesso de energia potencial acumulada no meio circundante.<br />
<br />
Quando a força da carga que resulta do excesso de campo elétrico e
acúmulo de cargas domina as propriedades isolantes da atmosfera,
bummmmmm..Um raio acontece. Devido a um efeito que chamamos de “efeito
de ponta” o raio procura o caminho mais próximo e mais fácil para
liberar sua carga. Muitas vezes, um raio ocorre entre nuvens ou dentro
de uma nuvem. É o tipo de raio nuvem - nuvem. Raios podem subir ou
descer.<br />
<br />
Mas o raio com o qual mais nos preocupamos é o relâmpago
que vai das nuvens ao solo - porque lá embaixo estamos nós! Esse aí do
vídeo foi filmado ontem em Natal. Na praia e lá você pode ser uma
“ponta” negra (trocadilho infame eu sei).<br />
<br />
<br />
Em uma fração de
segundo, um raio aquece o ar ao seu redor a temperaturas incríveis - tão
quentes como 30.000 ° C. Isso é cinco vezes mais quente que a
superfície do sol!<br />
O ar aquecido se expande de forma explosiva,
criando uma onda de choque à medida que o ar circundante é rapidamente
comprimido. O ar então se contrai rapidamente enquanto esfria. Isso cria
um som inicial de praaaaaaa, seguido de ruídos enquanto a coluna de ar
continua a vibrar.<br />
Se estamos observando o céu, vemos o raio
antes de ouvirmos o trovão. Isso ocorre porque a luz viaja muito mais
rápido que as ondas sonoras. Podemos estimar a distância do raio
contando quantos segundos leva até ouvirmos o trovão. Demora
aproximadamente 5 segundos para o som percorrer aproximadamente 2km. Se
o trovão segue o relâmpago quase instantaneamente, você sabe que o raio
está muito próximo. Se preocupe! Você pode ser a ponta escolhida.
Rapidamente vai precisar de um para raio (ponta) por perto, porém não
tão perto.<br />
<br />
Bom, isto tudo não explica porque tantos raios esse
ano por aqui. Claro que a umidade atmosférica é fator fundamental e isso
têm mudado no mundo todo através dos anos. Já notaram que as
tanajuras sumiram de Natal? Pois é, as duas coisas podem estar
associadas e até o aquecimento global ou um plano diretor pode alterar
a termodinâmica de uma cidade, porém isso é conversa pra outro dia.<br />
Prof José Dias do Nascimento Jr.<br />
<br />
Astrofísico. Dep Física <a class="_58cn" data-ft="{"type":104,"tn":"*N"}" href="https://www.facebook.com/hashtag/ufrn?source=feed_text&epa=HASHTAG"><span class="_5afx"><span aria-label="hashtag" class="_58cl _5afz">#</span><span class="_58cm">UFRN</span></span></a><br />
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-1144438257267870472020-02-27T11:52:00.001-08:002020-02-27T14:29:01.719-08:00<span style="font-family: "arial" , "helvetica" , sans-serif;"><br />Proving Einstein Right (Provando que </span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Einstein estava certo)</span>*</span><br />
<br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Dica de Livro: Proving Einstein Right: The Daring Expeditions that Changed How We Look at the Universe Hardcover – September 24, 2019</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">"Uma emocionante história de aventura que narra a perigosa jornada
dos cientistas que se propuseram a provar a teoria da relatividade". Em 1911, um físico relativamente desconhecido chamado Albert Einstein
publicou sua teoria preliminar da gravidade. Mas não havia sido testado.
Para fazer isso, ele precisava de uma fotografia da luz das estrelas ao
passar próxima ao Sol durante um eclipse solar total. Assim, para sete </span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">determinados astrônomos</span> em </span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">obse<span class="text_exposed_show">rvatóriosde quatro países, </span></span>começou uma busca de
quase uma década. Estes <span class="text_exposed_show"> viajaram pelo mundo durante cinco eclipses para
capturar a visão ilusória. Ao longo dos anos, eles enfrentaram
tempestades, os estragos de uma guerra mundial, equipamentos perdidos e
superstições locais. Finalmente, em maio de 1919, expedições britânicas no norte do Brasil e na ilha do Príncipe conseguiram fotografar as
estrelas, confirmando a teoria de Einstein.</span> No fundo, esta é uma história de frustração, fé e vitória final - e dos
cientistas cujos esforços ajudaram a construir a estrutura para a
teoria do big bang, catapultaram Einstein para a fama internacional e
abalaram os fundamentos da física. Livro do S. James Gates Jr. pode ser encontrado na <br /><a data-ft="{"tn":"-U"}" data-lynx-mode="asynclazy" href="https://l.facebook.com/l.php?u=https%3A%2F%2Fwww.amazon.com%2FProving-Einstein-Right-Expeditions-Universe%2Fdp%2F1541762258%3Ffbclid%3DIwAR1W2-2pkIN2GnXpecXqmBCTvpfsJHGdL5DALcldZgakbC_I3oUg63unNsY&h=AT2E7dJ6cDikZYfHLhnUGEJVF-XOV1UHq0VfhERsqQkYgJTDjsxWlRD4BVb31lLGeq5R8-C5ARwgf0-ZYjAewPf9ymfyO0ZhkfqvAq4UuZStz0EUQPvI75TvebHB0gbInAdZI1pR1D5quZ4pZTlcNFkP5ouKl7QsQQ" rel="noopener nofollow" target="_blank">https://www.amazon.com/Proving-Einstein-Right-…/…/1541762258</a></span><br />
<div class="text_exposed_show">
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Prof. S. James Gates (Brown): estará no CfA-Harvard hoje apresentando a
conferência "Proving Einstein Right: What's In It & Why I
Co-authored It".</span><br />
<br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">*</span><span style="font-family: "arial" , "helvetica" , sans-serif;">Hoje na conferência aqui no CfA-SAO em Harvard, ficou claro que 100 anos
atrás foi a equipe de Sobral que bateu o martelo e concluiu que o
desvio existia e era mensurável. Um respeito grandioso a astronomia
observacional. As chapas fotográficas do Sobral demoraram bastante para
serem reveleadas. As de Principe foram usadas primeiro. Vejam as barras
de erro de Sobral! Fantástico.</span><br />
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s7Awxl4OAN/ZQZuuPHGv5Lnr2J4wAsbFD79CdeW3l27djWOCxf6pg/17e3ttrG52dbW1tr2+fPtzJkzxbu+sdE2dq0VPzyzDAzwC+gB5LEsPDZDQwcHuI3o3gY/5HbFH2xfCOOu3Zvt/Llz7VwO9GDH43x4rJfBSS++xkDbnmJDv0cq7cKIQ/8sS+f6evFWrOETaEMHyBq+XkBX/QsC/4Yd9VmWTPj1wXjFw7d6rA8/lIFXOH+++zXnAP8A9chLW9r6xnpbW19b8OD7LoLJQd/M/m/HBjT48QEdlLN+6uCqH0PXjrZn32e5VTz80AHtqGs1xvKBWGN3QUt9BxDPiHv7QvxO3yAHZARP9d6XMV640j380B9L+gOfPNClfcYcudNnY6UEZ7zwy4O8utWzi74JvvxIWbbwJ8NufW0dkR35p81ZVecLfAiDG3YvbDOuMm45JwJriWF99+52IecUMQPYwo7nVPkaPyuG4Cl3rSV3OaJuIUNl1f8oK7qyjKHyLbKFI/f8w1X0diXBgkij/B3nQoig8LnyMfz1vEC0xmvoZTd0zmtiOXfu/CLPm5nTkAGgld34Wf4ggx+jjcW1yjOWd/KrQ17lu064mWN6PunPyuPQS13byBX3RKv+H3HGoeoL+DyvtEVJPuBZq3mSbO4EeLQ9DBW/Ohb5x9cwyF9l/EY3eaxzhnFAUMElgOJFJ7EA1RfwpI6M58CsEz7GgDja+kcJ3twgv5Zrgn4x98tbegYvY3U34xhfc8ADmPcg6jqCXmjggflaUoh8IA8YUzXyUX0SOeSLlpL+2Dp7dnGuwIsvHIwzfMIG10w82traKjzynl/kjDZ2qYOvPEa/urApDT79x57+UsKPLvziULf6zQu8+gAfvoLjqPww9qK7rpkDry3o6qFUbrX8j5+6FZEHDZe0sJkdpO5AWDgct2phkeDm4M+d26rBC9/qEUSCZQD1AU5k8JDI0j8GPnxATUajXomFP0edKrELlI2RYOqAiaQObm5LL150hI6UfPhCvfwJfpa1Do2jJsfocHCUzJDFTtmg7A0+Lwrq1Ye5DU49CEMDxFmuysCDP5w81vUPXuT0Wx2UMw8nAzgPLibILCC0BXS3qqmP+gRSHPLqAKc9bGgP/oVNGoEv5ivy6kZGneplsgWPvPppM+mXH+MK3O2NRQ05Hn3s2KAsH8qb/qE9JwnaAD6AW/iQtj5Skip4jalwwXcfur/g1Acf+myn0s5vp2/yr2SxmwPNLFAwAK/xrvrXGTKB05cc4WU9s+tC4s+/8it4FjWM8dkXfYSncj8mzAUPwZUL8SkxCNLxicN4yv8R67ntjNVyp+cxrsQ1fBpzAarD2495HPZ49Q2b8oHDT/zdxXiGBkMAGjD3kzlDvuIbvhVjPpShvatW+st+7LjlGESH/JXT0tnHxUyjXv4NX7ULXp2U+AafOGOjhFd+SnFcpotWUjs/wFfs5Adb2J9ZMM9CdbK5IIcfXziQUa5soSvQ7cbGWCzTBvyiZ27AU0fXeerKDjw0/CxfUy8dKdVHKW3WWYzjY8bDC5R8ZNWzwKUCP/iZBg4f1TXXkQUvD1+06S8AHYx3APrsq7pm2VW7tKFTMp8jT1091FmEzHzUAc81ePEXPzz3wAHKWafUH2geRY+OEBfnkX5BE+S3nP0E91DBJS9sDI4S5y6QCOpxbjsrzPMJEjyJwuFagWb3pBYuaZM2VvMFyPOtLHFFRbLZ0Ulb2mOQjqQVBUbaKeBBP3wIl18qGrLSMFB0eAOFT6m8ZRHzUdNmXAQPUDq5dUQhcWMBdCt8HMRMqU1LcQiVJ8MfBpegbxdrI++Jo074qO/QPfTKL0/1V3Rsbmana1y8V20jI+gLckxEW+e3MtnlRNiVE3J0YQz3OLsRRb+gnPV21tG/aeADdOwI2gb/V9HmXKDji8mCL1054WsijW76Cvw6YxH72BtjruIWF8eQ7det6BltcOZQu8TgBIYOeGw7gShX/TnGDnKzDtoXg/Jj6mNPHWQ58M1zrKabIAofP4RZR8eN3AxZvkAwSHfxdXla6J3LOa6s/WXOicW+tCRexs6F6KkvMCMf2FSPuQGnTmgAZeUo/tSuE8EmQvNkqa4IEGz5XrsTqcOjP0gL6lZW2/AbE75pHxy8gHat0yY+6MrKQ9npy5i0CR5+50v1U6pLHLZm3eCNiy+U9Hnp4oKGP+kr9Os/8qUXPcGH2OchCBPULkvaNYbGualclJWOnuDoIB8cjGH+Db+xCegjdXPgl1NonPHsuoOjLV9V0qz84OvQS3s+tFcleiIIXT3U8YTzvewyHpMn/ZN3tm1O0QFeHkqOGWd9xqtLedocXhfA4wNQ58eoy0cWqn9SirMPbc/2HKPV94kPgJ8DHDKz79oGP9fVLT96Znna8lAHzBV82ADgWQVoxA/IR1391B8KuKSFjUmYk3SBEypOE2AqC0cNAhm2B0Nktk/QJDyrVmJPuybPyFUyUgI9sXTI8hs1uYLKt4iaIDNZrvHNIXhUMXAzGqjV/8W3yhJcngx2jLFEYJFoYuBk3pXt5Jy+WazhSz+RwXPiopyS+b5Dr5y/kDyc73V1myfyUrpHnGiJ4q4n1ero0KrsSkPugxFdlduBp5BPnbThQ8YJUnZoDPyZh5U8t6OQR0ad8HBoWx20Kz7o+cfipvHFI+GuZZGzMW5PRSHOKVZ0G+qmTR3A5xkPTvv6pi+U8stXixEaE8AHmDPa4sBXu8Zdj5V8FT4+lUwttLutLsuirlj6blwu8vqMJcajF2bjmss5DvjsC+Ms2/mYZbq1/on8HPdM22GXvomj6KmYxnigqy5kINNvM8z2l/jw8D86amJNWUM+MbKWxZ7xwFN8sQPYXupa4vC/cgsf/TGYkCHH9gFtoOe9c9HHyAMLG5FJo/gqB6Me5cWziAG5oVNZbTg/oRf92EQXZYRAL+zNfYA87VmfdL8sKGspr3LgsQO+x84CBbvDfxgC0OZcdGz3q+pDHj1Lr6OF83owa4fmos55CkQuyF6v5jj38S1t+KHrA/6zuMRe5TgfSoPr83pojMNBg955Bie+1gEb9eFG5nPGBudT0HgTOfKcRR9t/Kii5wh73Wafw/SxfB58KToM2aG45JSVhVJZ4qQOj2NDe5QzL3V4xFsW0/ShbvXR1gZsyNFmDNaCfIxJfZHfEhnqjBF4Vvkc39jzwIa+QkdGPbM8OvUHvDHpe51zw34pyId88igjnRKceHwHLKvxEHw8qIWNSZgdI1E8Y8NExL1BDoLYu3dvnWgkgzaygAFyAvC/wLIGdQInEdHXoQ/6YgdHXtDXh3sXz7Y5F6HqfHSQPHSoIW0SD5hQyoUv2osAUnUqsYBKtmpCDm/9Q2Hp7Tbw8Tzx5iyt51DSVi80TlY7vmwjHtcu8KHNUtk9RXYhDz0HQCleHvDUAfmI0TyLn2VPnz4bmZ0D1sEMv7rVS4m+jez0oPt8nkGoEzC5aRtjERC6/Ogo6G5X1bzr4+Do8adREQw72qOUn9IDfNHiCyZso3Ou0xbAA5SORfR58SA+Li7oY4EAX/mcPlJn+TJiMjRG0y4W7vhEffRVqgt/qc8TkPbRD3/dKhr82rKE7oGP5pG6fcaFrI+xHiO0XeOiyCJUv9A568CvJZDrhJEcsOu6iAPhIYc89tEhgAMolbEEj48RKh2VM+KBMAA5eL6Y3spR5GsXLZLbEU7Gep/Ej8LjeHDrXByp02fBVB7M8eQfNqGZP32hX0pGPWgNb/mA3zmMkxIAN+PBQZNvlT7TqPe44e/zI/KAcviDXzPMupEPc+cPE/mQXx2rst6KjdGSk64/4GuBEQIlePyo3OTc4MsM0dMP2C4g7eQanekkbNTiGJbOWRLFY86C6bFkiFBHR2jg+Me4oUSeEUdsnX/EO/QgAyhLvXREzwyrfLT/czLS0AXM42CRj+EvdPm0I272WZz9OtPErXOtDCNtQD+rrwuztAVuHsf6RckXWGXUpY+zXeoes++YUg688xZ19cAz12mv6gAHmD/41Uv9i/F3qQf2eUkLG53AERybHaJeJ9VwWl5LeQnOANWDruqAjJ8ayEM/OB6kckBrU13VZtCPAcA2wvnIcL3FbhwsWfg9SNMsT3uHj5GjzVAuPAwBZcCVrx29pK0npSMnDAB1sh/AIJ3tI1SnYifQrIkgQlWXFx3ERskBSJvr4LQ388EzD3ra0M+f77fKvKDYH9ABdVk3Xm3XDkBsEkR6s/tIH5Dn0jA+usulT7+goMcSfLEhOw559UM8MuDICcccGzzyp7KgKQuNQx1zSb3z5STjmZK+Oi5+Fx3oZFImwFkXuA0WEdHBOEUPoC3q+jCX4IWSwb8glIc219FHP6gXK3yzo2QhgjThLSaf4Guxw8Im8WTpEMwS1AOm6pGtb9DR4/mEP33XcviWtjlHBv8oObyYOpYcM+jHMXjxdY6paCs49ZWe0Ihs4Q+L8a6lbOJvLeDCV/Gz68F/Dr40ADQC2EWPfulnEfOhXfh8NgH+8js4gDZ84CyLkI+unz7q4xg6MMuLUxaaPDONOv4Zt/bghSaevhAXZF38w7DwTzvwaKsulYNnxlMH4KtFzYixY/sntK2zW2n0L620q085LwLaKP+hjaO3+dIZbnHhd15nRcMYLX8nPcjzZaMW5/EZOgdg35AD8eAcn8U0+EovtgOzT9SlIatucd3+Eq/+WY9+wOvYmvXAS1ucPOpWF3ivG9qHBtjPyHioE/vIqo+2MshBA8eBDDaoM8bNFXhw6qEUtGObElsCdNuUtGeY29iAR374tDnLPJj6JS9sdFQHTQLt2t7ioh7PTJyBw0dgHE6C0Ex+8TFtkbQo6MEnUdVeDgztEjx19XMB6t8y0oFZ2eCDtFkGnL5QF0wwOHyk5EBWWp/4y3AXg16DKr5kW2dXfCAH7FahAzmA0noXDD8VPoiPOKhGXxgXecI2+owTkVmPcVlCN6YZR46NB7/27NlTeuAB7BNlwWkHHv13gqFviRv+7ezelI+RqVtDwWmLoKgjj42LgbzlS2zp92y/5AYNfoASncYwy8HBM1/42MdECRAoogXwI4/v2ML3XSxOg6/xFxr0sgEt+ESW9nJ8oI3cOkEgW97F9uwnBo2HEl1OMOhfi139p5zB/CgnjfOC5yoAdOAb9isW+jv4WmhxTuWf8hUHuUE+ckDdwgpP+Rx8PfgfGgsmksEzMrWIiO9RVEukhezQQ3vWbb10lj3cGxfAsto/9MN8gQXHgc/nzp5p56KbelysBVo8wtvaKasxFzqxbmfXAz/qVmnko6RfTKMT/eq1BAc/JYc5YnwzLqCV3chTp8/kwU9lqC9haUcc9mY72nXc4GoSm2M5vuSHB5u21anP+iUd/uq/MPKwKmAM1N15JjcJoHIEHsBPcJw30Gs+ok2OupOL+M1hySCLj1w0mf8jAz9l8Q3dLEILSjfI2MeFwVc06lQmefw3Xkv7wTalIM72XJYc8QXgMzfGQR6BOT5x8NfcN3xbtUNbmHWDkxe91sHTrnEQn8izdo2v6BmP8kpXB2PSMQJOPvykDX2WMV74iKtsxwcA/jk/YSjZHbTwzvq0aY6Qt46cvNTB27Y0TugPBVzSwoaBuTgxhhc4a3CcULlqkqE6Cp+6k25mmSQuk+5CJknydWBkAsVLWUlOYsDAM+nkYqVNyjo4QzJeeb042aPVZVA6YE4iHQ/fdk7++saLfjt4yHeP0iGh0RHYoaxJfrR5Yj8KMuH2DkevnWvnUQrW+8kbLLQcTh7kBvAEoo5d80wd/TMweBe+cYJEHzzgOATwDGQvzrQ9PBEclMaAvCcH+aXtbUZPCi+E1UdDZ3VAFgHo1wfqAG2OVR/Bya+MfODxgwuOfOhSp6X+l4/JAbspNW4jTz8CyKMLUK7sjXGZrHR85LmoM1nX4o3xi77o6v3XL1j8tAGxVJ9FN1bgwRf96XlfThTQkaEs25FBsh7WxbEAeHdl1KVt9EHnEMdWPgCvF6KixQZQ+mJTXfY5ueBYzwKLfIWhxqTfsONlXbjQadzaRy9x8KoqOZ99Mr44GH+iEumhWz7kBWOxTbm5e09bZ9cpcVYu8SFq1nf1KYzzlxhBMrdwOwo/WdycS0yVi5Ej9NHGd2MHp11zVfqCt+w/WRGdQ598ylqie7F4w4e0jdNcUIqjNO/o5Lk3cPrmGEVGeegC9G6zn9fg0TPz0JYH/I4D3uHjIqbBE4O9r0PvC9w+JzGHAws9wybM/RmvjJ+hwy8V7MZ0Wuzxb/QnMv12fMZkcPhpzhYxh0kcNuc80AYci8aub7ThF8gX5zFjpeYF4tfXlb5SRjpt5jl9sQ199htfzLm8tOlT7MNPG12ULAgro6kzzvbt21f6/LkU7PCKOLoAZIgJfYDnnHkx3tIdXmMGj28APpAH51J0mUNoLIjhpy4/+myDMzbq0GrMgk+M9YxQ6o5PePSPOoAudFR/dNRD8nlpC5sE0Id1D0wHcRLHDaicHo7Dg1REqyzeJJiSoxLWezZDPpAPJkHqnAQLQEFA3bRKtvbKIfQ2DoKvSXnyofyLjzjCQKEjq/OGTvTS7VwEORX6N8DuY10Q02H1rT7y5dvwPw7VFnDJRC5KFwsfmvgC0IllDzkQ+ahy+qx8hKRMsQ070AR0yTPj5aeEZ25Tr7zEv/N5uwk5/BFftuOreik51FOMUYn3DFgAmXV4cA19yBTFj56/VVvqBA9c1Fbw0I0VnlV+cAv5VOgnecy1Jxe85R9jL7x+S1Qv2eJVZi6M3E4onuSnLGRgaCsVTPYLPfZoDD85SeHzwIfZD/DmDjEAbfKX71190aRTQoOvSvwausgPi691fOaozkgumEQjxwWF2GrhHB36gx77gZK2h19eOA/XarXU8xGGkjHm8iV+zACOGPHPiZQv5oyMylbw9ily6sCvua/MSTwrHngr/pjrX/SjlDGO39HJ0UcznJ0XnS5mO3boiAwXBAD7gjbX87QqdfNTXzbSBuShFOTrtN436FU3eOvGrp6us8IodeDtIxDIzeOq8y99ga4ubVCKX+WvOTp5q/GBX6Pv1UGJPfqOujrxiZdA6KPFwiTKZ57F4jV4xlx1VLmaj/yPV3384F/+MSZqdwh+fBoLHv1HRXGOeMSbH9rlV3yjji/2BbLQ9K/73Xlm+bIx9MALOA6pl1/xTd3qUwc84DyUwR99sVycDxM/c1LFNc4Z5GkDs07tFmHQ0GuM8tIWoJfu6FMnNOr6JF058OiaZWlLR15Z6oC2o7jPNeEXrz7as45iGB+zbzP+UuqXtLBJRBloPTFz8DjgooZAOGkcSATD5YF/BJ4sLJKMDqBoaKYD0AVP4aF14AQs/tDoOuoMFO3YQTWJIhR6FeME1ZZJpLSD8BF6+Zp63dZCPhcJ+NCD/XV2pAJeNPC3/CDGspcBgR6YUvYiuGr2uPWjqMPZnM8EXXKzf9Q9FrriB37Kp9+U4IhJGXGUHAA05AH1qEtZ6eAXOpKF+nZVXThyi82h08lfO5Vb5Ie/lcPBq111a5+28vqHHg5p8+Sgf/DyrXL2Gz7ofqNBfjMTM5Mz0XPoO/Llf0om111cL1PH9yitxcFa+h59TOpA+ZPSvu40pDrMvlFnnBrbTIPb2Kx3Df0TXsCcWYK3v/p0Ms6yjCP0IVXfmEdO6TH6Tx/QiU8wcnFhcZTgCrcRmWDDC1eAfEx9AN8y0s7Cp3Gsxgdv6RpCxiC/Gmbf0IF/tViNNWSWdC72fNHo56x9V06VjcSZcJDBV0Cf0EGdQ7y0Qgxe6vA6vyhHaX1VB99aoTlm1QcOgH8ey+D7eManMb8plHLWpQ5ims8Bc7nqi23lLAsfP5ivCkYJ3aPytuIHNDKG/4mk54D6kEMfa2pGBppLf+yUFT5C3K4TC6Zlf5betAGuFDy/h4/gAcYt45N+wC/xRQvPxXDS5EWfOuGnn1i8gaNNqQzlnF9pxZAPdCKzOPeGr+Lhx1fa6mEOst/RAw0+S+q2pUNThzRL5eDFF+yIg0cddf5M5+3sczGND2Q40IUe+Fb9BS9N/eZOvDr0AT51wmNeqM+0mb8ID+LjkhY2cwDYpo1TdYxBziRjAqEbGCO8vvx1wZLJR+nIR4XSu4RxPzqaQYcNbFEvrv5RtqkO2QVJmegA5qRZd8DN/pWN6OrfGup7Yr8QcGLhQyZRbRFH/bJubIHjJI7HMZbmsKktfCgcZfiWgEXiDD56uvqeT3jK5ojBNuUin6l7ss845ByU+mB7qXPENOUIXvmty0/JgR3yA9Amj8XLD8MNHkrpvTJiCd4LkLq0Ax91dZTc+MAGdo1RmbmEFdlVnDoXZfjwoY6L5BYd9OtWHq6m0xJ1LdiZcIF4WDYqD9HjrTfyO/tXesZ5AA0wV9AAyqobN4OK4ZR/grwXaxOT45iFNn7HudJZ+WKyo52BxTmkVnTiEwc6IICrMYyvwfF7PsVPHZ6AZf10Q/jICDiO2U/q4hjXISaubj2UhR754MVfZWZblTt8w59Rwgd0XPc9jaLX9wTImEvDi6sy+jnr0q4ltPnAFn7oAzR51UvJYRzmF1n5oQHwQddGIeOwOuSxhI8L8dyGF1A3beqVr+Clw2MdGnUvLpu5dRgEU1bhZ3+ozzTq5XMeHF7j3eusGssmMZGP6FjsjI12nevoyVF+Yoe4I1Pe4/OQD6nsyVdtZcNdbyuiNzJzP3Sx5RiEPh/Q0VkyscV5Us9kBe/5uMpPnNxWRYa68w+6gPJx2IEuwI8ucJTY4S1hYkTm7MrtJHCzLnWLQx+2K0fRqX7lsKN97AHGQh0avMgpAx6QHzww07Uz86h31qWMOrSHPvkp5ZvxMw68Oqg/WLikhY2OYtyk6hQrYAIHyvHUN3Ks5Wf4g6lfj6xFCsF2pn5SJbkmIoI1wCnrhBsl7FFefGUvOoqesr7R0c5RgI7A4sSq1jLZyGuPOj5XZyKHvlwgvHjjh/eGja3swFsXjDGgyl5OusjXMxm5+M/5qQkWnuELRc9C73gSUjkb/iBrPPpoWz+coIyndI48zDLKQden/rPvYJaADCC/JbiiVXp6BPKeZ0crixruyXIi14V26KlgQzd/6HHyK93hwx+OOvlhCMw5ItbSGTw26wI9coOOwo2yhJEfObCNfE0QxpfJDZ6yGxw65iNEHplKl+zEV3a4cgavbaY166t20QnYX7YpwcEfw3Q9Juujx94/kV0FZLWH/ywy6rZR6px/SVDpLlvBke++6M55ibmMWeQA/VnUw1s4/B719Ez5Bw+7mGU7tIo1CiuG6E2txr3+EVcBvKlwt5jXtJfxgt3pg3HNfhVTfAbnUbgS7vI18es7vnDUooaYE9NCgOYX2p3IO6qLPhpY7M84dS1yENXklvacY+TAUQK24SG7lF3v8vyUTxrjl/MdsKTu2KY+27AOffZHPCWZ4KjFL77hN+3hb82r5WNwXGALH1/RGT4WCUGWfsqiw8/YRndwBZTwhSZ/+RE+bMJFWx31ZSG4wueDH3ZUFfqMAXvmueSRwQ6xEUvsUZIDfIaGzpKJ79LROYN9TJ6Rp1220EsME8z2tLmQG75gk3OwnkGJDqB8wZ9xIIucbXjAceRjUZ/p8AALvqkODr85AOSMVxp46tBmHeCBVVvyzXjqlc/Bjx5AXDXyoax21EFpfuV9sOUlL2wwbEIMwICgcYHjpKgBStKCY1uYhyKpk2r5K8C0EzmfCzz1wpCoHPJXHWIA3HxAqwvk0NW5UD1OOnQF8JkDWWjqgFa3GcrZWB90Tgf9hBdZ2nQI7S7XdZXP4wMeoGykhLWf8vEBeXTBM3QU8/Qx+wVafdSh0RY384qbZfQTnH6XP+ObNHh1WpePNkAe+Mn+xaKvkMljLnh1UWXC45vliKfbpP9KvD4cLzWYw1c8xIL+xFM+jDoCxtJ1gVnyoQs9X+AnOR2AvAco7ZediVZ2hh/l28YkR45Cq0UZPvIPXuopKzzKHID2KNE1Q/HLa4nMDqa0QFTqhs4gWJQA2sWn8mPgKg9DEXhiRZrs1oWeMn0FzD7Sr3URy2I82UyLcJd8IVZbXBTXBE+bo/xBL+c4ygeu+ifnEn9iAB/6BW+pV334Da8+VRxp1xyCPnKYXKK3+i9V7MAPcLHpWtPg2klj3M5ATj8t8UN74tAD6APBoJ42vDPfwu4UOxHC4+0N6uqijg4XJNKwF9KIq0ewk9Z1dL6uX1/AAZyL/GbMDNolj+bWBY5t7FTe8C0HMtqufpr8rYUBfVB9mHzkAlwvTASjTA+k54t6eUQCgaGfhGpHvP2mnvIr/B3iU/4xtHiOD3+NDTp1QNlZ9yqfO5Zo1oZ9RXzyU5Ij+sqFBvzgsEau6INqD/v6AB80DvTAW2+lgVNH8LO/yMKrT9QFcSGWTvGUylhikzikgZ8P6OgzJmPWV/WUgnzMPsJDvODUX4vboRPcKj8yymELujylZJKhjf2HCi5pYYMDOLwIMt7QabT5RcpKbpJQF234OGolyuDJ4AifQaCn6qMT5sCkoZe/M5XQhxy2lh0LH2DSmPt7jvoARb+HvPDjJ21x8KCDuyzru5nUepxFzznNBYELy+qFARkml/Pnttsmb27RidFfkyu3FgLLQZFcsGgKQKnnHcJzPvI18CM7+4pt9APo8GQC5yTJtwD5wCMPH0BbefVKP3OGh4fJf7cJvzwOfuUXOrIFnR6ui4f8sVDxIxuFC3vQlafP9YmFEbCe34q5wI98hUb8/HYMMO/uMF4YP05A0InXk5K2Nqhjw/6krG3gFb+MvxbA+DvpqLEKf/raHTb0Arxdgx/Y2MifB6mcDHnotNE9+yZeH5G1PpcRbJyMyDO+5ANf46Ts5E2Z/JxAqlgrPobXds6Nc8Fhd3dycy75RTdb97DWG4KIBBy/6CcW9O/huaHQzucWA3/aZHNzN+gC9DCdkyt+kLFyi09p1y4QfnWHSED9MGWUlr5qhw9f6xX6lNgZqkt/xQbHpMdbLgkoYyQSOTjDkYavxn18wC92g8sn+AB8yz+s4i+7WequsnISfYm9xmsJ5SPyqDBX8J47dzb9QK+Qy3gQXL29WYvc5B1ciUaWkz1N8kZe6xZ16sRCrpFlIcALC7QLl7Iu1hUXVsgN5y5ZSQ1lA6xTIot/1Olz6uQEvHzgykbkebMG/HwgB9RcHF7+VTt2y3Z82JU3zsgji5jiCJ+5OJPX75PK0okdDsc9drBPfvRTXPeR3GGNtERz6e35RAZewBIcY61+ywxa+NkRhy4/dfkp1Vu+SYse+MmVNhdjbbKHbeXlA4cuFkdc16qPh6/ahUd/uI0lHhx65r6CV/pc7/nZmT/ksemcXDGNvkaH+sED5WflKDnB59Q98JsDHsemfsyx6hM08JbgadfuF/ZGbFy7auSEH8An/KUE9Im6eZCG7lk/PA8WLmlhg1Ec4VzouxvpbBOwkWCphwdcTaRcnHLh6udOCVV1TpidttCN/OioztdPROjJYQH4GKtEMYn3CQESnUGyls+fLE7kIE2oCTaxJYnPOWrxQh/FRD1QGfeRqwmLLsz/2rXoLhQPkyITABNYTvWKESfo2ooPv9AfOmI1DHNhrzyhcJxwNXASu/Hj1zww8AOeHj/pHj5XPuDuvoqnDa9xowvaOv4Gv8oHjtwUH32QtvY5KehT3hpyMNeEHv99dZHYoCFX67rYqhyWH5ns68KJz7GPH5n88y5/2ajYaqjkA1pNsMtv1/gB6Dd+cvJiSzC+iotYQ/NVVXDAIoepGz86OWGBZKuPgdQrb+XO+G0X6OFVV8WZtjjw1AXrs+/i1FGyIy9IMl42Mjmey4UQ4BXgvQf2t7OnT/d8MV74W195Dmjr7Lk8D7DZzp7P66Bb223f/v01efEDjJv52QUuTMTAr2HzBYHfLzoX2u69eTU7F73zwbHY3B3722t5tmjrTNt/8EA7c/xE5PMMRrJx/Pjxtie/Hr65yZ8ZSU6ym7UVX+pbW2JF/97YPX7/fW3vvm6fh7SJZWPPgXb/PUfb/v0Ha2HAWDgdWSZWFovEdPjw4X7RSO5OnjpVtlhkMgYAJ0lw9lGdb9FF/7Ng4GLC1fZ0YuIM27d3Xzt58nj5ldMsY4mH/nNRykOc65vJy1ZyO2R5nZw/BQBtd2Jey0V9a4udSRYSEc7Chf47y/Ml+QLDYrC/CUg2mNQTKV9O4t9m+NqevihgGFQfpkJfc97EYXqvfKUAWBf151YYO32Mo7dokSMNfcx0Pcx1+INvNT7REaYaRzCPNqXnA3XHnSULtUhCKBpzEcawXOd5vsT0eQ13sd3t8OdmuNiq2xIf8Ec/xNumZK4um3xiK03p/NQAAF4gRlrbzAWZNZ0/uaakhzpvV9J9LEF4O1QWQ6eNHXyiFFbzZj7lhd/rRzkbQWXgURc4Dvi1scqHbg7wAnXGt3IznnrJpPR6hb2ah4c98DUPMheid9jg3HKXCj3QOEdczKHHWKF5iLdNaTzwGy8vF3Du4TsgXjmuBwDtGdC1moOL8c0yD7TuGfSA5DgJ+9FPsnhe8hVAaHz7rpM8p0cllsRkwJowyi926IjJoU3dThdPGTWjM/pAgudidHSQfA7swuNAlV9/SHjdasmF5ML5+JmTkKMGQOxVGx2Z8MRTMhN0nzixwx8eDroc3Ux/fO8JU00aRafOOBz93uWXucFv/ZvjB49OYY5Lfmk14GMHHgcTuoxXPsvZTtkYdswtfLgLjZLpA5tMiPBgD8+gE2PxLeIk3vCzeMCHTFS065YcJ+XAkycWh4sjhsrG6N+or1iIRz8o7WPw0vhmziRgjsh/LYSiq751YBdcDgA9HgSyqJfcMkZ49cnczDqwrz/wAtqxNF+UdWQiuP/YsZhNbrMIOXb8WOMtrDNZeKzv3VMX/PU9e9vxEycqN6eyIMg6JguZA+302VNZQOzNDkUmmshvRWbvwf3pj7X8BsxG25PfxWChlIiyqDiVC3h+6iB292zkIp6YN7NoOXPqZH7XI+dQdNx3771tA5tZ0GxnlthMnUXR6XxT38hF+8Tx+9vpLALquQv6LTt592VRs5lFDX8klZ2SM9hIHEfv+Hz9iB6+nchiKYOl+od+YUftwOEj4e2/YktM4FjcEHuSVnMHizMWaXsPHEgc+MJuzO5aIDHO9sS/E5G5EF9YjK1lkXZP/Nl38HD5AM+JLHI4E1nUnT7V/aiF3r69sXciOxuna/HIoouFMDuZZWd9M4ujg/GlLwJ2Z8HExRVgcVMHCyDr+JCj+pRxE9Z81qKG86O0RB4djDqePQpb1R1vlMtx3Mc5f26hQ7e9qGPgIuA5jx+A467bANPHeo1VzqVg+BFEYq/5CVwcqwPu2LFNHFwgKSum2FC/45mgwHXw/OKcmnGdp3byK7+DXanIl/8p+3OPfV5gV7LH1/NETN3vce7je+U3/k+5XPrT84GZ4ot+SuvyURIfZe3mTtcQ41wti3foQp+gftuU8HKgA7rzxqocePOMnLyUyHMuMdfVlwH1RifnuPqrr3JO7c55xEPjtAV4jBMcehdzpkxTye01vkxgt4Axk4OHo3n7i3jQ566QurHjgRx2jAV7DxVc2o5NnIk3Y8CPwRCPcJjgGLes9nPK1gXMQAyANvUZSIR8lvJ0czv5kYUvjuDKQp8y4KGjFzBptMtWSjoH/tkefBx9N6HHhvxS77DbTe+Qha9cyhQVyZ4LcIVfdiiRlHhsa59vH7WrVZRur3JJcENeXv2lBNf9XQ5M8SVInBls8DC43FXprx4ykPCEbhp5iU7koc9QOQse+fqmFH3ialeOxV0Af/STtjF0XO8LFoLYAJjLamFYLfzIGKrV3shB8sIiElsA+oAdMaaNfmjgPWgTMyWHftXFuCvpfZO6dNDwpfvKF/oxGhf+wsc32EXs8BNLDiYVbMMzw9zmRF/4gVwAXfCcOHG8Hbrs8vy9MXZT9rY9u2Mr31YPHbkyutNX+SZ/1513tSuvvjaLkOPJ3WY2bfJAaS546+u7S27vvoO5aGeRk4v+NvenAkw27Pgwoe3dd6B2Jc5vZ7GXHYmTx7ITk52g7VNn274D2TWJL3uzm7ERfVxwS89Z3iJZb3sO5+KecXH29Fbbv+9QdojOtWP3H2/7s9jYGjzsSJzNauvsmVP1I2Nnc7vzsiNX1GLk/LkztZtz5+13tSuuuqqdygJtbxZJ7AbVBJgFye5NFln7kuMsbo6fjM976++v7Tt4Rbv3rjvqb86Rq4yI7ALdF9vZHUocW/FpXxYf/NT/qZMn28FDh7LY2ZdF4LHY2BOfsZ0dnOOnUu5N7li0nMuCL75nIXPo0JH4nB2cdN16bK9nYcSuzfp6FsZZoJ09u52Y0yf797Uz8Xsz45T1RG2uTOOT/ge4DcYY4tzwnKsxOp0fNU6ZJ+FL3hhr8NT4Ky07PxiWqCd+x4wcyihvqT/wIbPEM98uxz14eC2Vo8Rex3MOdv8c/+hVjjp8taOW0p1CcOEqe30BQ46Wc4DxLOfe5fmGHQAdXU+vp0ElWgbEz9I6Slr4VXEMWXUUbiHWY1Y3aOuz7cJDm+jomfOg/mW+duqGrk+W6LWOHDkA0Ks+2vAI8kun5Bxnh3QjdX2qL27oGTqRY2aqRXn4orTOO/2a9VEHLKuRD22jh8Uvu5PMp9i0/2Z9yK36Lg4Zc6VtaA8FXNLCpjo31itB5DsHA4ktZn7OvHdBH1S1yk0CDZZgAIIVR5s6QYKXBzwQVGB5UnVcly/LnWGRwJ7I7gW8gDpNsiedeHjsGP2Y5VYTP7eNwxI56ugB2CHAjjEXMh/q6PiO9XaaHb4qhwww4/HbtjaU32mj/54LvEDPxTQBBCc/PNTRQ50Sfur+Mqo0+r7r6hOlvEsb1JiYug4mtwX0cMoWeWKXDH1jENW3NL4J14IqPqDbA1+wy4nFdw9zoy/Quc21FhkWatC5mNEGSnaMHXgX+oLj2yFjlzFdCzemtFzAmErRg2zZG/KzPmmU5kLfaFNXBzwd+EbPs1JZqOaieOrEydq1YAeHP6z6JddeWwvAK6+8OouRe8s+/b6xxiIguzJZALC7spVF0f6DWXRkYXEmCxxyuS8X43pWJKZORu/x7ARdfsXl8SG7PYcOt7OnTteu0F133JkF1Z522ZVXteP33tcO5fZQ3YbJbitfAu699bZaKB48HP1pn80OB7en9uw9WLb2HDjYTmXXZ298OUu+kzt2RDayiLj7zjvagdDPZbHFH8S9PztC+M8ibH98IA2n49uJLEo2WWDEN34Vln4/FVv33XdPq92c9Ce7NtuJc3M3u0xZqMTnXXs22+mTJyom9HNLaTMLFOSP339vO5idm4LswrBYO5udJ2yTg5MnT7X7b721XX755WHJ7bY9WRDdf38WWewM5dZeFkQsOm+9955akG3Fn83c+nOM9i7M+Bk/6Idtv8lu1OIou5gwcYGJQcYZQN9X/0PL/7pdO8ZGMYwPxxFjxvFEiR5yCN0FszzKO9bgVbaPc1yJURI9AN4ZZrudxrnXx77fwNWPnGO7YkobbeAAb51hwnlgtjfrUR4/u69eK5YXezwnl16k5y9HkGZQtyX6tQGOuiVyc3vmg2emW8dHact4Ow75WYdtcZTaRo99hG7agLqpKz/jkGGcuwONl3XdzZchzn+AeYv/yLMTXjhK/EtDf9CrP8WUD32yL+Qt+vCROnrkqfYUO23j49wwDnHQH0pY/59/9Ef/4QNRePT229u1Vx3pIibGABJZOcy3mXCQPrc05+QgTEAc1qHPnQV+mWRaaNzZASanCBNNPPI8Z0Bbe9TVq5x+4IOwsTF+6nrIqlPeWY+0Vf/RN/OjW9uW4Lo8J9jOgTHnDJ5V0C4ldijRi9x8QOOAxqCC1iemLjPLKi9Om+AFnkWY2+Bpe9CefaMO9In0C+NATnuz3rnOtxEAaXUjs5AbMRfT4CGh8JsLaMpYVxflbM9dpfIdPRnTTA7g61/FO+KOMmQ54OciI8z6weHLzCsfJQ/YnsiOwr4Dl7c3/Obr27/7d7/Rbrv9zvaWt7wlF90r2iOufWQMcaHd33bvuzwX9OwqxC8ubrtze2Z3LtjcV9+bhcbpLDC4mLOrwC2c09n9IPa9+w9nN+PyLPhyy+hsdkT2Hqrz9Hfe9Mb2oY98tH3FVz4/Ox6n22XZFWL9uZWFJs/kEMfPvPpn24c+/JH2rC//8iyersrCI9fq3Ec9kx2Pn/3Zn2033visWrQguC+Lj+P3H2uHL3tEFmn3Z7GzLzsxB2rHBp9uv/2O9o/+0T/ObtRl7Wk3PKtube3NDssv/MI/b6//9d9on/nsZ9sLvvplZfctv/u77Rd+/ufbJz7xifasZz27FgDsvqxvsqjKwux0FkMbuRWVhd3Pvebn2vO/8qtqx+tcdm947odnezY2E28WYuwA1ZjJF6X9B6/JBWFP+4tb/ry9+93vbo9+1Je2w5df1s6dOdcOHnlEdPJF7UJ0HW6//663t1/6l7/UHnX99e3Rj318As/CjT7jM/8ZZyxeyBMLG/o5jbrwsmAHz5ep1fGwkGX8oIMj9VVA7otBH9M7bytoBxnrlo5T25aVl9jp+vrcPNuET7DuWAZvHRp1xzpzDTr77innQN+VkF9Z5LRN3QNcTwnnzpSfNNDBeAozaqofehaXvvIsJHwAugB0zyBd3GpbPCWyq3TaHMQM3YUf9rSlbXWAlzbrh89DnlU+25bsHJbNER+jiYgramLF57QZz9yyKxq4zGdxuucRvgA6Z79pExulB3yVA2LOuOa6wtwDXbCOLuXJD/NVyYZRO8Z72533t2u+5EtUccnlcgZ+ACpwqju2DIJ2uiMnt7Se1EpsdCtTJ/xkC7wJmJNG3RODh+mYwLvNnYMSPvGT2gXuYrRZhjqgH7QZIIC0uQ4Ovzika8OyhPNhp4GXZp1SeUvkHATqgOaBTeiCOsTNuuGhDSAPj/m07Dn9wvzBb3zUZwAfjdHZ9UrXlj6Jp5TGiMAlcNKlUeqXMvKUfQRzsHvjD8eVrRCR42RRvnZphg1OOL/VkgP6lrJuG6VeNqIXXfNB1IuHFnvEuF/8ZSfjvMsGjU/hQf5iUH6GR7CNvDGik4nhcG5F/dbrX9f+9E8/0b7/B36oPeoxT2hv/u1/395/883tCU98UhYIu9vHP/Wpds8999YF9NnPeU5drD/6sY+zymg3/I0b2x//hz9s1153bR5a3W6fvuWWXIi/tB05cnl2Uc60j3/sg9mJyKI9sbMTdN8997Snf9mXtS9/9nPrNg23gA4d2tPe+3tvb9dd/8h2xRVXtA9/4EPty5715bUIYJFz4PBV7Z1v+91a4JzdWmv/5lf+Zbvz6N3t5j+6ub3oRS+qb48f/OMP5hmY9XbLLf+pPe6xj83uT56jyQLkTz54c7v8yiuqzc7d7vhx+lRuKWWXiUXb/jwvdFkWcTz4e9vnb8kuTxZIWbBcffU1tdPCztuVBy9rH/iTP2rH7ruv+uTGZz6z3XbHre3X/u1r2/HcWvuzT/5ZFks3ZDy09pEPfiQLteO1g3TTTTclJ+fbxz750XYgiz6+pF2XhcrVV17TXviCF2UBtzc2LmufuOXmduzER1LfDO3K9pjHXV67Z+wgPfpxj8uf3DhbfU2XcqGoC2s6lx5mBNCnjDEOoMbLmMy94O0caxk/KIkcZ9c8jtA1jxf02aYOzLqUdVzN5Uzz5Yo6F8bYX7WF3zNAl2cVP7f1D170UwKVq3HeiFNulplxJRc/oOtPxVF5Dy4Zj1e1K0jugQyjYHo+4S3+4PXFNvpmP8R/MZx4SvVSMr8I0OQTt1pqZxVPe/YRPTV2YgNATt07+BKtb0LyvFyYSo/8tUPOWB1jENk+UNFJH4fYu6j0G8Oqn3MbHq+T4mecfYXf5kc+nvvBRwCcsRhbER7kxyUtbLSJI/VmUBA6xw4JUMlLqbMkwU6SBh90Lzy2wanPZEjj5Eg2Sk4a5VyHVxsm30SrF7xbYsrDg22+cdctgQwE9agf3YJytJGFd7ajLHT0QlOPpf50XUu/8U0eZDnmWGgLXXZ5YQaPXg/5aLuboC9dT5981EnJK6LoZYsTuxza4ayAh7YlNmwbEzQOB7Y8ESuAbwbkBeQWEDzPCSWgigl8be1TJqcxUnbAI8fDnGzL8gDrduKotzfERQd2WET4sCdyQS50lF+jr3zQONktOrJMpjUxIBe9dVAtNct+gHc+zMfFSr45sQtx9OjR9ua3vr19y7d8Sy1q7rvn9vbSl2bnIjsS7MK89S2/225+/83taU9/evvcZz+TXYxPtr/97d+RXY7X1/i6IzshH/3Yx+rNKC7Eb3vb29urXvWP2+bVe5nZ2q/+219rt+e2y1VXX90e96WPqweKH/2Yx7a3/u5b28c+/vH2qp/8qfauLGr+8H3vay960YvaW978tvbBD3wg36Kur+dQPvuZz7T3vvP32oc//NHY/lR74hOfkLh3tSOXXdluu+32jJuz7a1vfVt7b+Sf+tSnt09+8k/bYx/z6PbffPO3tr/49Kfab77ht9pzshjjmYAj2a3ZyO0kns/h1htvc/HW0ek8D/PJLE7e/e73tKc97WntXe96T7syiyEyzPMvb/2dN7Y777q7XXbFVe2Tn/h4++znPp/neI7kGZgDudV2KoupT7cnPvlp2fH696n/eXvq025of/Znn0hu724vf/nL29vf/nvt1uTgSU9+ap6xOdTuOH9n+8l/8k/aT+S45Q/em4XRx+NLnkXKA9lv/vM/b3/3B364niO6L7fn6vZVFmn0OXdy+P2YfnHo/c8YqPMlY49xVA+vTxcU+n4eE9Q5FxlTG3nLjTE5LyfgB5Szjdx8/niOgV/l8ZkXxnhfXHjulurFB7LCrGcVh34PaNTlty5e2ZoXEyf02W/p4JVB1+oBmbyWnjAWN7q4NZYvvXyZ8cINEXniVQ82kccOOsgXBzgAPn0o2YGb8fChh3ySqXp2JfpmnlmHepCzTmkdPEBbOdvg8I8SfynLNvZzwI8PJRfa+nirlDmvdCCTIwzxd8yzQxf0oGuc1c9hJGHxqnKKLX3BDnY5AHNPXRz5q1tgI5/yqEddytPmwWV8kxfaQw07ryx/Te0Gy6IGR5eJ7p1Bh+B0BZ+kcLLOnQLNgWVponSBC7uBY8Pt3LpoTQlHbtZdiQ4dWY6Fb+ETp3/QkEc/clz0vZCXTezmgMdDHfgpz2xj5nO3AHt806SEDiCjr11PX3TUCRMefOHVPHgA5bCvT/qiTfhmn5CVF57ZJrxRFb1dN7rkgQ/bs31z5vM12rTUF0ring9p6scvDvDoNS+ruiqe+II/+ehnI30CoTtOrWKEZ5Gzcb8ZfdipNwDAhUcbJRj7C99Cq8UQdtCNHfgp0/aPR5bOPDPC2z7oI7/wO8Zpo1M7xigOGeXg6dDtnT/fbdIxvJmzvZ23dLjAZvLezq2Pu47e1t70pje1pz/jhva3vvXb2/Oe97z2gSw67jma28Nfcl0tCA7mQeOX/81vaB/9jx/LYuDq9tVf3Rcnp/PA6zvf+e52zVXXtO/4zu/OszBn2uMe//j2Pd/7/e26xzw+F7xd7fFPeGI7lmdffv3XXtee//yvas++Kbelssi4Mg/68pzJXXfdk2dzrmy7swD5tm/79vbe976vXX/do9qTs0D47Gc+2/6773pl+mB3e8Mb3tie9cxntW//ju9u3/zN/21797t+Pw8Z39Pe8fZ3tqui62Uve1ndsuI5lzvvvDO3o66ofPHm0ZkseB772C9tL3jBC+pcZLfmy77sme2G7MCw6KM/D112VRZz390OHTzYHvnIR7Z3vuMd7TnPfW677LLL6s2m/+obv6WdyHNI7/y9d2Qn5oWVq2c848b2xt96Y8XD7zdde+317Xu/739oz3r2TXnG5nQ7koeHd+d2GW9Hfft3fld78lOeVrfgbs+uzoc/8P52MDtH9im7WvTn4hnDev5veR5Bq34f44Axgd+U80Hf0+bCI52xQd3D8SIv5Tx+8El7lIB+7ighYIsxHRkOzuX+YHmflzgPnbPQJd/s0+xPV9ljAg8oM8uDi/Gi1xujU16QIwcAMs4zXabQQ2evkxcuxuvOjREtufFF0C++yIPXD3WjxXhqXsg8u5pr+6hbXH6KJxr9Uxdc2BDmurzS1DOXtQgJQ+UjOanFwsgLcuiA37pxgefg7Uf6dyt9yDNgNf/GH77AcdQcG2Hyw60onrNBG4tCDmBVp7otV+0v5vhc24wXXsB+pT3HqQ54oDnmtA3+oYA+Gh+gJp0zCB2nPR+VODojB/galBlIBq3ZWR98BEnADvLiAz8O5dSDPLopxemHvLOPJhFeQDkHuLyU0i3RKx15LqaUyH4xkF86/MpAQ6cP12GRtrlSLz5zAMZGaSzUAW2p92J07W/yDTEXaUBd8ruQFG8ZzvAuTwL7CTo2AXQ4QbKgW+gMWdvyIgfot3YoS2do5sqTvW5FkbcctaMy5OFb+E2+YhtQtzYp6TfKhX34Io9OX3ctevTUH8HEzdDKF/o7eSt7wQHooc1Rfg/d1Bc2Bq9+IEduOJhleP4jzH2cY3fX7lygj9XFmjd2DuZ2DbeGTuZhX/J75913h327HchF+UwWIIcOHMoF/nn1UO2pPBB7+PBl7aabvqL93jvflYdfT2UB8M56gPfJT3py/N+o3Y1zWVwcz4O55Pbo0Tvz/M3hugV16223tYORf2ZuU91xx9Hka7MWDsfzuvZzbvrKdlseJOZ2EX7w1ZFnaG7//F9ml+Nce9QjH93+/FO3tP/rF17T3vrmt0R3vkXmdvIjH3l9uze3vtiZemZuH3GRuy4PRW+dPVE7R+fOng793oz9zeymPLkuujwIDO9jHvOYxHCi8vu8r/jK9tP/9FXtHe94a3y6vBZd+MVtq6Qvz/bcncn9fPx4VHv/+9/f/p9f+hftT3Orbk92h9gZ4uFmHg7fOnOybZ06ltthxHZFOxUdL/6al7bXv+432j//uZ+pHaT9WcQxLhgvLMp46+vksXvqG2f1a43pfnGn7Vhn96Bev00fcw7T5443+xx+cC6KHQ+U8oubx1DJxCf1EbPzkGOQUru1k5HxxBBWD3pnf5UDD6AbP/VDfZTgAP23Dc7Y5lI+ZAHb1GdZaeL1SZvoLNkhh6w661XwQYdn1Qa84BY60uaWCLmH5oFtARw51A/w6IgSKkxMRVP3bFef1UsJUKqvfCefOdhxgoZ/pTu80LFP3/KFe+7j0hcfanEdXq4MXB/dCeHmGP0Nrubi6C36wNdYiP5IVDzKGUPYKtaKd9T1Gxqgv16naeOjOSsfB98sW+fG6KvVcVKKH4KPS7oVxWCoWwHJyZwIAvGo4NIpfuMNoXih22H4jzy46tC0qQPqoYSHW1zaAod+ecELM491ypkX+7YpZ3k6CfqM0x9xyMijHnjoVOThg75qZz6p9HfW3R+qW06A0mYf5/qqDmmzT/LgEwc0ju5bn2j6udRzCA9+cjIYx5Jf37gYL3VBV7cx0+YwBvG0WTgwhjxpwcGLXXQJVUdPEOS12qHXAiT44sR25Bb2qM/6woetCNehr9iYbYJHX+3OwBsl27yyW9V88M0mBbYjWLcO0AEEnY/lODLujjbX5q7nBZ6lL5HNv7N51uRUXk++6uq83s3bhXn8PFvaAABAAElEQVQeYW9+g2Z/3mrCoV1r+Q2bvNF0x2231lg7cGBf5ezU6bwNlL+YfH9+WyZe56KeH93L69xHLjvUPvOZT2dH5GB239bb1ddcVc/ZnAvtdGQO5PXt9Tx0vCexHs9Oxf787g2/PXMmz+LwCjlwIvj1vAF0511H85swebX6Dr5wnM0iIRNtFsb8NszpvIHFb9Ss1x9GvNDuuvtobkM9tT3/q17Y9uV17m/6pm/Mrayr2+c+99n+RsbanuI9Hn/5Ab319T1YKn1XXpWFWx42PhLfPv3pW+pW0td93dfl1tFfZqF2KIu/3e0Xfvaftrvvuav9j//Tj7Zb/uxjWQCdyXg9044dy48D5oHqvXs38zs8W/kdoPuz8/KUPAv03DwQfKpd/YhrsuN0TZ6f4RXwvP3Ew8Etr8Xnl3/uy5tTG9mFe8vvvKF94IN/0n7kf/lfs2Bab7/8y79cz/2czBtXx7Kw4scMd+fh7JYHr6sPs9PVS4ZAjYQdcwM0DmAurc/juo+1YlzoUh7dnEMziJtLfeBcgh/5xXk1xpw6ZjlwnqPgObStr/CI086Moz7jrfeSPGADvV03/MQPwIN9fVVW25RhKX54auc+iHV2b3JcyFty8PR5Kfq60jpPOHe7/M6YtFUO5MN80Ybfa4yy+GTdXNFGj3h4jAWceOvKabP8TNyLBUp0FSCbirq0jfwCsBU+EsPPQdQCaVwXsUduHV/IA3NZ+ukLLIU80xY2UjEG5eEjZttzaU7hUY4SoLQO3VzIp/1ifpAfU5b++ppqsUKi8h+fL+ZwOZ1O8KIij4FDZ+BQGiCBmRC9Uc425YyTH5zy4lbbMw967Bx1UipLXVDP7Ks0y5lnjmuWsW682PcwprlUJ8NixmNzbs/25jp2Vnlpo1cfbIMTWNnzDcFbUdCwh68seHredg7S2a66Zh+1w85AlJWO8oN2AF7a81H4fOAPrxt7oi6+gZI/FjzhmW0u+EIvH1BkfJMN0LOP1vHPepX1YOfSv1rUM/yHriSzJqEdMivxmO+Zhzza9rd6HvElj8jtkxe0P/yD97U//qP35VXoK9uv/Jtfaa9+9av7K8hZUDz5KdnNOHMsOwfHskuRxUYu7OzksAD616/9v7ODc6hycl8ern3hi7+ubln91E/9VBYD97Rv+45X1ttDfRLMhNr4deK8Fh29R3NbiB+n5JXrq6+5Js/y/EF7z3ve0w4fOZzfzrk6b2jd1g5kB4MdlbPhu+fuu+qVcJ6NYVHO7TkmSR4wZqflhqc/I7eajrbX/frr2r3ZXWJHJTNwO3rbZ9ov/uIvtuvz4C4PMq/tyo/vZRzcfdededCXBc5m3bq9O/qPHr2jFhxstfMqOQsM3pi6Mg/1soMFbiuLMS5e1zziEfHp7ppzWKSxY3IgOXnKU29o99x3b3vta1/bbv3Lz5bNPVkgMU7YTeJ5Mn6cb/+hg/V8Ertg1113XeX3SJ7dYcwTI6/TJ/jceOrnbbo48TC2+L9z7Lq76LhkrNV4meY92owLD3gYD4z3i80L0AXHk2Owj6XlfAIf8aFv9sHx1h3vcyCy8M7jUTlklzLdurhZ7mKycC9tk5+Rg6FTGXg4zIOxKS8dPwD9KR8LE/nksfNlBI4HlOkDnjmZ9VIX4FcXOPXrS+lE70J397PsRhaYcwCeNqCMscwxmOuKnzkguRfnzo26wHvwBU4+ZPuBTfdnyvSOD+wmsMLpA55XDPibo+pj/MK44ItsyU+44g2euJjzoZvfVTnb6Jxh1jHnB/xDBctefoAadYK8GQBuVbAOhEknPHYG6OrUEYiBTuxVBc9B8G5xeQEFrz7qgCV1vhlgE4Csj+Io4ffofMvE2lnaUx48Ml7gHWjg8Ad+fNUOeHjmWzLwOVh7DMjiC3npevQHeUD71Zg+jAOUPqDTHRfoDh7FjE0/wMNnrCxGmRDq2xDlGMDKh3uhU79mO/ixemALOU54QNssWMgN/qIDOXUWX9olG5pARuRRBpp1+DnQZazFzzc37OeoiWfIILs4wbGTg/vOPPtQ96Djd2bLnt/05S52q/Jv9hWfaGsXe7NtbEDnEJb14MpEf1X4ZX/z5e1rv/Yl7TfzyvdP/5+vqgdkv/7rX5qHbQ+1v/f3frjdfPMftde8+qfbH//Jze2bvvG/zkPGT8rDsZ/MmNpqL3np1+Y2zU+2b/22v92ee9Nz8sBvfr8lE/3J/A7LI7Jjc+TI/trV4JZ8oo6/WcicyO2h7HQ84YmPy47GFe2//76/0/7wP7wvC4y19pKv/Zpc9PMnDrL4YVyfzc4IF/594X/MYx+TW1Kfby9+yde3Z+S5n9e85tW1OPi+7/vePFj88fbzr/k/2m//zpvyvMxXZiFyefue7/mu3PI5kmdwXt++67u/s92b34Vht+f8ufyZiOz2HM7C4pr4uDu7VNc/+rF5NuZvtWc/+1ntGTc+N3bP5s2oK/OA8J72D/7B368dlv/9x36kffBDH8jO1JHczjrTvvYlX5NF35Paz/zMP0ucV7RX/p3vaX+SHL36n/1E+53ffmN7wVc9vz0yevkbUPuz27WW18W3z5+sH+B75KOur92yH/rhv9+uvurK9lM/8b+1X/3VX40/11S8vErOA9f8+YddWdjVeKo+G2MhObZnKaEDlvZ1yTn+GGeDT17HzGoJ3zy2Sk9w8FFnWE1Dq2zPNqlzqKO/FYX9Yi2aPlDKP8soqy+0OZzLnAv1rWvuOeh2sNf91cZ83iFnPMpiH1lo+Sx6zVOZkyDUF57MH9qskrMzeUFXCSMZ3joihzwLCHYcF3Pe6JM578roy2pJvMxb/JK1uakc2BHlc7c9yxqzOabjqs7XAvqIY+S29FLPOUcsyizKkon2+A8Pz9ecza7iFnc48o83E/mF98yGfc7jusjJnxLob+NR6X6SD8H4K48DaZ2SHFYuI1N5Y74cdfOO2EKPfTDyMtux/lCVu05tbXk+/rV0fvRDH2o3PvH6SgQfJC7RMS+nSSrzjwBop6z1a/AAnTGDAYMnMZTgPFlgJwf+psws70BCHzImnDrQTfWLG23wysvLIJRfHkpk4ZGGnAf02TZ4+OSlo63LBw91aepS1nK4vpCf9SJPW15KcEKaofccywMNm7QB8eghPn4u3jqlPFXJx2xvrnNhq995ycmh7lkevzygm0t84Rsyf98I2/pjyYVTQB86uG0VxraZNjh0EQ3eVhkcvxtSP25G/GW7j0P4sQlQZ1ItSvSxhcs49d5yp3cb7Fqs5ZkQ7sF339Ln6I7V0hC5PsB7Ud+Xog9/jVe7tMEL5T+2c2BzWbZ2Kg/O7s9v1MSL+BWtjCV8SK42ssPAM0N9AZyxxEV5O+1MZBt5Y+pVP/7jtXvyyle+crGw5s8UHD9+tv3G6/51Xg+/p/3gD/1wHoLl7zj132BhYiK/+MpDpPhzMrs1r3/969s3fMM3ZIGxL8+xvKW9731/0H7wB3+4PelJT8nkmUkzuxvcpuP1aM4hFqZkZ38e5r37ruzipOTtIezz2zT8/air8ro2Cy9+U4cf57ssDyFvZVFTfxwzHbmd22P8qQR2odjxYdeG38epv1VVdH6EbKPdn9/GwRavxZ8KLxM0u4vkkYdhuWWNX/z6MBeII5dfFV+yCzSeJeOhSXYij95xR7syP8jHn3/hB/lOHru/xuYa3/aT842MU2I7lTgO5ocKz+bPUPBnJegD/vYTf2w0bDWe8pFK71P7k1wCtIHqaxbE44LiWJHOeKrdTJQG5nFCGz5k0AOtfoqAMVn6x3mRunaVof0FtiAyysrF5VhEb/kZPdpb+IfEsI209D4esQt2J4/tIgwa7iKrPDoZf5SAtLmEBrmX/RyFu3YwOE+SV/orGKp1bnMOJdl8H4nO5C1U5DnnyXD1SvmyvEZgkxysAnhtR1nVOW9qEZNSOXjINb5wbmEXMJautzxf6ENGYE49m91HbVHaJ4VLFMlc0ZEhBuexc7GVGRVjqqu8Iu+XRuckfKyxxBgg5oiUfmMPzpjkRanyFc9o0wfIllVsE8+QRxYwBurgkC+ZsNe1JG14OD7w8c+0G268EdYHBZf0A31XXba/JzWOsP3M37Wp7sLh4IjNhDC52HVuz+7s6OVJbCTQewKksQPRL8LVARgIqIeEAMsEkriOI3HgZ175TTw6w1A6qk502hgdgTwD2UECM/Kdvw8M9cILSLO+9K/7Dh5cP3pMyPQD/V2P8uqzFM9JxHyp/lkHOPms2zdMjgxW5eDDd+mUcyyld+ijU7Wj3GwHnR7waZuZx6jUz4LGRY282K1j+LSYbgrfT0z6jEVSihp3LkRCLd+ITT3dx+WCq173jl14euZ7POUbH+geE1PFlXhq9yb8Y7D3sR487D0W8sUE4IVnvqhwki8XWqWzDNvf/GDcobwVlF/BzUV2b26hEBsX9/X84UkurAxJDhZe/CYMz9Hs25/FRRY3LEh4puRpT78hiwmeYVlrH/nwh/K69ptK5u/+wPfnAp1fG86tp5N5VoQ/OcCfCuBXifmbL+t53oQfQeSPaT45D+7+0i/9i/b5z/2nei36O7/zO9rjH/+U7OzcXYsigtwXG9wWYiLenQUHi6VcaUrHX/7l59vb3/H29vu//+7i+Ve//K/yvMrePAD86PgavvyhTRYTpxMDv168uSd/PPP4fdmSz68mZ+F1Pgs2fsWXv0t1rHLBzsrZ6DqeGA7V4oVX33dn9+ZcngcC+MVz/rwEfrAY2siuD3/CYVeePTqdh63rb2fFhztza4s/qXAwu0P4y61MfqWZuYlF1x253cYC7QQLnZwf/MBfLeKTOWayE/mdHN4Q2+CEG/2BfcaZ5w1tgHbx8BHg23Gda8jWQCt0p8JiB1c1F4vo5ACYe6h7zsHaAZ5uH6XWZ1lkgJ24Mffw7X3Y0D5+Y09b+oAOz09p2Oxu93OccQcNGWKllFe8+mirk9I5op9LPXZ4cQ/e+cKa5HbZ5JJ+oh8BbaWSRhCL3BS5FkPo7H21/GLb7ZBraKRk1Kc5oHDsOMWm/HCxw83iuvo2Nkuy/KbWdcFv/IWcPha6ymZfQBBrzevJ4QKgj5yBK+3YSZ3rLBcB5kDm0u5Lz28fhzsXkMhX/kceix9b0d+l4OgprBJ8Dn2VRluoOv5MBzR0q3/WzbXZcS3PrUfv+//uB/rSs7US7t8+erBktwJKWupfLSwKWdmpQTk6pSfIdCCfeiW064LeFyZFKL1wmzDqfWD2wV0JHXRobLP28dD1oL86EWJ1G/ie8JKFnpPDb1NcfGslXOxhHB2FDjsAue5nx8GqH9bhBZa2e10+8ZSVgySxlyVVcq76/YZWCslw3OryfcDGmz64F/bwLzGFEV70rNqrwQYxgE/zUVu5gyadnPOGUPmLTOo7/e45gR/otslBx3ubTbur+Znz0mXj+0jI2UxcXA/mP3GQa1bF3P3JwpNFU8VL3DGb/LPz0YdXEPmPOi5U9S+N7UzEzF3kD0hE+cyBMWDKD/V67Rt66uVvdCDBeOX2J2Bc2MI32oxJABkXrJT9YUpk0n+5SPOnAni1uOKPT7ylxB+nZMLiTSwW1vzJBX59mNh4+2k7vw788v/yFWjP4mC7nlPhfHvOc5/TnvO8m4Lfkzd+7srDyfdm4ZJfKM4kzHM5uMvCgoXJiSxS9uTvIxELz5D8yI/8WGp90UCC7r37tlz49+ZhYN4sOtHORRg9PLjL2GJRxHMq+H1VbuW8733vbX/xF3/RXvGK/6L92D98T/sbz3hGe9GLvyb2eCtpXx72xG5ub2WRcPI4f/IgP9CXfPB2C3/Dir7FFj7xF8h5kyqZzO8Z5W9Cpc6fUsh78HmItC9M6VNkN/P2Fn/7ibHKcz6MF3aQWNhsZXF47fXX57nf/gcv6/c04jsXY/42F4uZ66+/ruzxG0Br+Sq7lTe1+AXjA4fzh0bzRhUPbLNLzaITIF6AP+SaRo2/GkPxBxr9DUf/wgediwftIBkgNUgKlQ8J0VfyaAbN2GLccL718cOD5V1nFAXvF7+yN+wiy9jjAokdfe068SroyALo7mdqr6MH1wDsl2v5MKbyOO0+tuHqzF1mih3BygAudB51UHquiFv1XzyjEhp+cuAcsht5u6/+mG7FEX3YywFv1eMXOuCv3RtoI7flD+3he3UK7oZef8iZP+9S3dUXM4wleOuP8+JH6viwK4vw8rPM0MfLXJNdVNJXVct4w39wFYODIXjiYPxWlsqvcEUXz/EvvmSNPkG8QxCJDSBe/KCMB0HHVmjB1jzK+bGAEut+1M41VuEv7u4/PiLR5/mBi+4eUfoiMvZJuEp1XbfjczUTT42dlGP6q53vejGhEhv5SkQW7sQ/uVfKHsTHcu//ASjhLYm6OCRIfvEQ73rHJoB0GgOAZzTqokQnkuxMykzIDAyCzbyxADqaiZhB0gduPyFhIHG1eg3dJLrKg152R8fWgImtjoPa6b3W6/Jji7GGDD6DZ3ETI2EEl0E7ffsoesXB4I7c+AbV9TBoM8/mogMfuIsB/nPAQ0zGgw8zgFdHvyD2mOTBxQ4j1vjKAK5YBhEbS0CA3QMFkeu5hUefKIHKN/03aPoJzW9y+Ae7MurgdgB+6D8l+ip/7HmS7wiaJ+roREafpZdMHOXE468Ob0RX7ZrkYlZ/lwcPuxPjBEk7vKS/dFWQQy/IAJ9chIqUnqxvemlwSjOhYZsDnytGcsuoJdbaNUwZHeiHD6BeC49cqAHwjAVKdHDAQ4zEGomyT8lRdko/f2gxt6LQTT4it5VFTU1U6MzOCv3MqVN/Byp88LIwOZU3gtDGzgNtbHPLSD/qIh8auzs8L4Mv/CVvJr8z2dHYiDDPnrB42pvz+8R9+btQuYDTnzGxWGzxdtFGmLnlg23ejqq33OIrfySSW0if/9xn68Hil7306+rWF7eZrr32EQk1MeRWDn+oL0FXzuoPfuY17Ho1P3h0sqigjJHi4a9p8/esEOP5gO0sNOoCkBiYa5iwiTfZLTligE6MHccCKLoTzxZveWWi5QFoFoY9B8lV8OxCnRuLM96sYr4i99TBs5uFnfNZzOE/+U4PlF/UwI3BkXofB3GoowZvnE0N6HJO/Ojhv4AdEI4dxmMtase847zQLwaOIWSWoOzqbga6yS+ldfzoi6keVc3XsQWet8X6GO38fUEeO2UO210X+V7q67juDXNTtwkPtucDGYAS+gxLPuaJ0c/yhP9crvpr+fPzjPuC6K6LOeVCUXxJHV0Af72ea5PzUo2fcDC3EOc281T+pllmJa644ct4wWfGXmyTT+wCtTsb2zX/RieLHnzhIJ5aFMCIPMf4IT3zAF8teuANG581T5MnxhODIvYrmPCgJ4qrhB8hoqpFTWpct9jRBVc2Q68/RxMZfLR/+uKnxLuu6IVeq6j0eU2UfGmIH/YLP3VQz+fgQrnR80+/4BP+1puRsV4Lb3xNTplvK6ZklC+f1Nczh2zkHFxbj47kk4Ub4/uhgkta2FSCklH8Jq01YNKgWQseumcMPgdmJTlBVkd0wUUMDDCS1yd98lyKC+cJJQ0h+AXlkKEuUFcPpQNJHPTFESH8rY5N3ZOrdm1mvqG/BmN0OnFoky1AfcCOhzj4wGl3bqPLWKXXSRS/Zhq4mQ8dnAwA+OoDcOXrzpyC0z781AVptKlz8spLKe+ce3jFywsdPwD0cPRnMAq1wCsHgrpt9Viqg4VDmCpSTgJ+8RXgwryee9qVk1AZheU/epMWFqu8Os1DdcQEHwcyAvzw1rfugeSBwJYfzCOhtVDHPvrwgbGSA9Bvxg4XZ3Rzgi/w4aMOP3a4SNTFDD1pL6FPSMRWOkas6EIWHYy7NMr+xpAHjxpkCgaeOjTPrZo0pomDrXN85tYQFzF8YbKDH3tura+xyA9NH/C4T1JlreZbbEPnHMXm5/N7NvfmOZoXv+ir28c++rH6DRoWViez+CLv8HS/HY89vspGaNqCh8UN9muST1kQPLjRKp/Bq5c6dEBc3Av0hWbpr1bUJyfwGAN2zGWuQQs/+SOiuAPUF6DoKh/wYxyd1mNDB3h0U5IbyvqyVGO0j59SiKvR7QJN2aKND2QB+4eFJQd4b+VS59Bm6YkM4xXcAwFyhC3l1N1LfO9zMO25v/QPnHHMptWDXnXrl7qUow18sTY0rjfbGaPYLfmIlA2IAcY4kYNbZCB1F+Pkpq4t8cc/jlvy4UGnAM5rUHUXF/kcfOmKcgZK6cdX7BC/eijhoYRePMgFStcoC9G9LX293T/VVbaCQpqjdlvQi/2h07JLoio0+nL4IZ5ysZhQNiua4o/2jNzE0ccTuPKBxWUMs8NSf8YhOogHMC74zHsSHXyXdZwwXskt/PCVNM80LtNd+h7Mx3J2fwBaehcmYWMfiZxwYUjXVVIMEJUEY7macDsLvHzyzCV8DirwqzToXwzgha7cKu+Ml3axcsZRn+WwbZu6vOCsy0NbHHRhlgfnIBCvHLm1Dl/pSvjypVIDGPkaXMOGdEqAUj8KMXAXo8EHPzqxT1/o36wDnAN2lqFuW7sXa6N7tg8vB3gO2/CoM5GUDLbBSeslJ9s4qYbP2kUf9UUcCAwd2OGE7oumPrmDkx8ZYPaLtj4wyQD6Q1357uJyvCLjAZ9+UReMu/RFAW1AfG933Iy3TqnvlDVhL+Lp38rRAV6dynbds/+9L+0PSnnRzdjgFXEeun3qM25qb3n7j+e3aG6p20f8iB6vT6uzBPNhu/xKe86B/phzZCoPkxw4ZMHDT+kBretY2gEnqH+1ra6uD9mlPPW0SsQ+n/mRAcyN9ZrD0vXxbhFDMY6POW5Q6BSsq9PdG9u18BvjEpk5LuaBVcBveMwb9Nk+Fx/BeGjrh/Ox8atr5pEX89ZnOvUZ4DEefQHX+77HYFzgqXfasm++AB8+o4cmIEubYx734AFKzmNyZ4zKSqcno6DvDKUU1EFbG9bVRSmfPJTgjIkc0J7p6JnxNdeER1CnbcqSZ2HdG0XSvrZAzrZqZzxfHqGXfOhVsvNZ/0rNwhdkld9ZX+ZAOpJlN/GywDQ+6A8VLEfvA9GofUtkU2f1zAnhtysdriSOjpyDkz7jStVI0lw3aGWgAeCVn+ud2pMKfh4M6BA367MODaCNHEAM1IsndUB+yovZrs67CB+y2lgtoQHa9aQDh50ZkNUH7bPrgMe0y/PBs2rHtnGpF32LOEfdOJCBjk9OiPokHl4mPfWjF33KQp9pyoOTxxKavNpDH7hVn8DDr75lvfsMfc6l8jO/tqI+PjMG+oJqzgdyyKDLuJZy3RY7Q+qFRz5kuSDZ1kfyBQ28OPwV0C+e0vZs1zoy1G1TIjNfiMDhY4c+1pWxVI92xdMGjIFSgEYcr3jFK9oLX/jCPCtzon3Ni1/cnpc/d3BtfmH4UB5Yth/VZz7VSalNSvnMjbYspcu7Ki/fXCoDDn9WAZ+Errf7JB555PRdf5HBT8d/zYXhBZRZ9bOI44N5k1se8KBb/ZDBAejBBod1SnYe9KPa4betbCkYH+LkmWWsY0OQzxIeQD3yWV4MDw459VLnME5y6vhAjzno+Vz21axDndqzVC96tCMvOOvYUB+lNHPMb8yoE5q+K0+JDgB58Y6PWSd1eeCH18McoB+cdEv1yg9e3fIYC21BOdrU5aEOOFap1yJp+MSmRY0pd2xgSHoqhsyNa7lNtRkedi+RQxu61X+xOMDJgzp2m2gb0xwP9AcDl7aw+c9YrMBHoPG4OE2iYgZCe67TVt4goVNnoACr/NJX+Yt58CtHKZ8dQFscdMBOAa8969AcDF/QUSPermX5iY7Znj5TCtYpraO/fIkfUVD1Wc+qLLQEs2OnBl/RV3pSGgelh/bQB85SX+RDv3qgyWtdPZbQ4bec8diwTckx6xNXzuRDGj7IK45SnHLgONiuBxg/4uCpXA29tAHoHcjXkh+8PJS0HY+zTuVnH4mfI0I1AXDCzTLYQ5d5laYu7M0H/Oif6cpAA2wjp95OWeacccGEhG1jslzVDR6QTh292rEt3xOf8pQ4kTe58tzKM/LHOrkVuYsdAMbnkKWc9aHLvImn5MBP6OXF8AV5QF+RrTx3dMkhC6hnkLqu0Gb/V3kZCSw01Ktv6pBf++Cta09Z2vYDOPlm+9TNKXmqi0VwgvYo4WXRZB0e+hOQjzp8XJwuBkWLLucH2+qk1B9jn3XP418Z+DmMEZ0zzHwzzbr24jjX0AJlaEC3TWkdeWwK4AH5KQVt0aY+67GuXuVmmVXdtLUtn3q0MduGh2OW0Q581NUjL/iZn7Y84Knrh3h4APAusOFFP7gZFjqiJ8QFHbybFeWjcuHji18+caT7EtpsWzvq1h48q/MdNPBlQ8YHWV7SwmbuuFX7NWGuBEkgOG7gtTVK0gYfwQME5qGNSu6kTz2W8iEPbm7P9ZkfnerFnnLg5NMfSvRIIxYnEQYM8rTFKU8JDVl1aWfWJ49ys2/U9W+WRX5uz3Vs0ba0Xoh8IOuB7hng1R9p8uILdeKkhFccOsAB4OdJb9ZJ3d8cUS8leqBxzPhSOHRqd7ZjbvQDeUDfqXsBoA4oT6k98HOdUEgNetAt3RMSXg5o+q6+2SdppWD6EI+McugDkNd/aPBSSpv5y48Q5INHPUWLTnaIqKPTCQ7+0pOxvBk8PPqEDgA6oH3a6Jjx2ipdsUF+qPOs0fntM/X21IHcetqd16gj3H/crrR2/crNetQPmzFol9GKV/gESEcGHvWIn/nkp9QGpXErqy11XAyPHOMRmvzqQh84gDp4DngpoXFczK47ffAJ8GoHmxzgPMc8L+hbdALqrgZ2p3wVLh/aQJd1acZMG9p8QOPYYWMIgtMH9a7qYsE209CtTuOjDU+VY0zpG/pnf+RTD3zqU485og2foIx8tOUlv8aiTmwB4I2Bc2fW6TlQi/nJHjaA2RZt/de3mW4dPkAe7K0e6NE2fAJ82gBH2xzKoyxljPTdXPSFgTe+0ItOfruqYq/bM8lVzkZ2XbQ2+1v8YzzoKzgOxipAHRow+1iIB/lxSQsbHALmkrqOMjgqSeHRYWkEUrxJnAHLCx4Qb9DoczDBA78yJTBkqKuDEnlkxUmnzSFNOvzUd5R0tj4PGnqwX50a3Fro+qpudcILzO2ZBzll4bNtSdwMLA5BGqV5mAer+cGO9FVZ/UGHdUp1B7ljwMqnTXlnvdTVVfkZupG5GGhLXbZX+We8NO1Q0o/gZ5w6faNj5oFX/1blljH0yZu2Ns0rbfJtztVBH4EDpNlWh35Jt02JfkoAfvXalmYp/xybvJSAdqnDD2ib8SugEzyl+uUTR7ka4yyvz/yJAn5k73B+xfg8uzXJy/H778/fmjpYOxFcwLUxl/o626t65LklEAcX8cij/bmURqlP0NVPXRp1gFjNDyUjFv6Zb7VOG5hLZDxX0ckBaFveQo4PcfDOc5L+wAZP+RX9wOwbclxgAfkoZ5tzGz7l8VU+cZTzAT+ADg/8XI1NGS5cs+9delwLyO0UgzLwoI+Dt+LIWtlKqS5oiPay54G6PqkXfnDArJ/6jIdOm9fh2Z3j4VrmcoyAV5a6cuqkxA6Hemc+ZeEDZpr+wyMNnCAd3dRtX2xBoAy8wKxTGvLYVw+lvOCR1b96jATiiBl8ktPPh3wiW6+e5zYUb4DJh4g+IOOcZB4oS1f45jpygD721oP/vKSFDWZNBqXJ1B3bOwIJETxHdcFIHG34pFmiq3ijHxskSgBv54BzIqEODX365UQBXpCOnHFAm9v65FsTTgDYpQ49Ti06lkGnDWXhBeeBLWXlcYKAB9zMg09lZ5TU64HgoVOadrWjnIOF0nwoQ6lN+AH1FK0G8HLhpFzn3Dm5iJMHPdicQXtOwNqebfotB1750cNh3mad2oAGyDvzoN+DHJgHZbWPjHbR119bJ/7lBIkM/PqGzCxvnRi1BS9wsVIccsrOde10f/pigDp+eD7wenW97TDlCB3IwscOmXrEL3KQ8bsVXtrqVAYc/UEpIE8bfdqHxtgHR9yeb/zq8Fr0XwhuV353pi4e4dEH+AVsApazv+B5W4VXQrWvPdrKUJ8BHfgKXl+pi7cMonY04OGAx5jln/WCA+gHdGBffnOjDtrwCepDhgN56cah3v+XtjeNuWw76/x2Vb011x0MtjHgCbABG5s2hg5DQCGo448gCGqiIHUUArTTSHQgg9QQI2gwkBARESRCA+mg8CGMAoSEBAQsBDbY4AEIHqEvbhtP1/b1vbduDW9N+f+eZ//Oed5930uHqturap+11jP8n2Gtvfba+5z3HHTQR0ce8hRq6ciT98v5yQf+8ozxJj/oeq4pj4760DjA1i94tO2jjwxY+iKWfptb8ZCjbYGPDej4FSZGSkZb2iv+6gM64PCn+dDrz4H5fqOoY1td7RA3OsYDHRlt6/f0jTYxImfO6olyfK4/QQ4exZimTeKC7gGPgj2wOKRJt49d/QCHNjzimv5LR2aOJXRzoAx+IIMsBb48MCnyoHPMuOTV11asfrChSeLz9DXfVB7/+AMhSvmSceEnd/jwrz6Dp1/Ii99anUdolMJbfcA2fX1Q/l7qu9rY4ISFoEygdBMnveooUFPqTnHFUIeaw8BLENnQSNaWDh88k6c+tQNJW5vUth0IadK16WmJvnZsK0NtFuRpj3q28dE+euaM9vRh64d85Dlqsq468Cjawgb8WeBRwNW+8tDAlF+NIStPjC1/q2dffOWppeHjzAV0/aCeh3jIU/CHdi1AnLQrTToy6M8cdPg9H4wHOf3Rvn3t06fUn3OuPsKDrv/qHrXX/LO5wJR+XrCLLrW4xVvjpS0m7RkP/WnXNjgcyLLxnn1lrLVvH0zloeE/fdrK6KuxaQu+ixA0N03Ic1AYH+768Ivv2jl34WK+A+Z6fR8NI6nsjLkUxwvYlrK9+oYOBQx8oVDXn8Gn7Qdo4aNXvHXO0PcoxfVFHfEgI6etST+it/oIX1xrY6M/y7YPb9LMIZjapQYPHrnXnrhcZBinSzwNi5xjZo7AF0udwuQcCrY3btOP2VZXGjUHdNvyZjzb/Ok/dA51xRdPH5EpWoa587KPQ/vqWE86NIv+WW/9LP0Qi098aUPTB9vtR8uJBQ/6tq+sPsx6ymKDAs1zC0wP+dS24Ymxtc35V3MgMhEqTGTQgUehDU16ESNLnydWnMnVrlV2P8587QWl/FjHJ2AtlRq7YFOoOaC5YaGPLr6DP+nIGV8B3OPLXW1stjZNMnSdp6bMQOgjC0c+tNmmb4FOAiphSch8Dxpc+E+lq0/K2QdbHfWpazKvPDde6lijO9vo1QTAt/gJb/KRn/bhIad92hT75sq+eNQuauKhJ5Zy6IkBTRzqrS374CirPBjeIcCHLs8+NUXb+oUctMlThpqxpNZ3auW3GNql9reMCni1axuMqUu/ccl/S+m/tqy1Mf2A1981c3Q81Wl+50RcrIBBMUYumvCVp0YGXynSaUPzRJ90eBbolFmrs6XPPj5gd/oCfxZ4+IAcBzEYh3r6Rb21q09g8hMNfFNwjUkwD/KTCbwlVT8PEdzpjz7o37Qlr/IYHPX0gz42yEp92DY1vM7S/vwQUzzqnb/B6JVqcptvPqgtYlHPtnxreBTrSSdW7VsrW/4nhi02/crniiseWND1ceKRB/W0CX/6NOXFlKYP0MWfONDFovaADoY41PDm02Z56qNDgW6c8Oh76ANyxk1NEUdcaLShe0y52S5d7EBMEUM/mto5EBO7W9vIgcW5oZy6+gCdQ2zo0qyhzXNPWWOGT6GvDjV0ZDnqGrbODXgUcZRFfocFZuTIJvyObT/HC6M+MMy5tuJHjvMuIIUj3sTXrjT6tAtvbesDvKer3NXGxgB0aDpp8nRwBqG8tTJPVaOLLIPUQ7lPijx0HWDa0vHDfjU2L8jpKzb4hsU68VZbLgo9wD0paCMrrfTSB4syedpXRp66Wx3lxCnAFRMe8h6zj5wnAdicVGIZH3rQKGLQlmbbvvrgTV350sSadG2CKZ82ZcrRFoe2x6TNtncbxFd/qrzqIEPBV/HpQ4c2v4hPG/D1Expy9NHRZhDSJmfUaDQm8tqcGNKoK29r7qRrmzig0RfTWpq1dOyAyWGBRkHWTYZxQMeGdqYP8CzKWIM1/dMPa22Kd5w/8JiP+PTQQw8tb3rjG5d/9KpXLZ+Uz9sg7ziCKa546FHsz1rbk2+7zt10wC+dNb/akA5vHvAr3mFTTGqKPnbv388rNvDLGCuGmMJvY5j19AId9bexMcPqMxNrruUzNtrTJhgWePSxT5EH3b48+8hwaEN8a3i7L9kcOOgjo/4WL9z4gV1kOA/IU1/4kZ3xg0GZWNu+MiW4ytLWb+mz3vLE2NpRBzo5nnz8FEefxXGc4U8e/YmDPDTL7GsLLHTccHBOKbcdM3nQSz7AyFLKX/Iee9gsfGyHXTKpfQBQvFWvlPNSmOsahT4HNP1XR968kRbjXuqnZWODAzpomxrnpc+AaE+eOsqoi0wlaE3M5KtjLaYJqxM6evKpwaIoo464O3vrYjHllYU29QswLxODNoeTWfkpexxfPeRto0MbGoUaH6Zv0uaCxYI9ddAVk5oC/zgZY8R/j6mDrjJiUIuPzrZIU2/y4YkDXRxq6V5woVXsmxiQo1gfhykWcuDokzrQKcptfYU+aWBQyp9q9Qs/GwBPvnastSdffe1CV0bYLR588MRATh1qMKcO/LbTeaJP0TZt8MSEPj/zBH/isyjyFA0bjA19dDhO5dezs7ou7373u5ef/pmfWV70ohctz372s0l64SOjnYm7bdO3TNvqSmPeg2kfPsUannna5qT7+9jQE2srC0+caNAlpK672r1m9J9EL8o6tvg6D4TtY3/rMzxsU88yafpmTfylt8avLnzXivpMyTG4ylIXRmTQExsfaMuf8voOf44VHyKP0i6/WwyxxaXO/9XmPm756GuftmXSHEt51shMHH2Grz58CjV8inNKHjRxrNF306Dc5NGWjv70RT1p8C1iUOMHPs38isvY8kkbeDMWY4QGb/KxUT6t41322VQGa1fgpZOqHgKU/Mqkrc/6IQ2RKatPyuOX5/AKd8/VXW1sSP5xxSTDw2kTaaDwKQaMDMV6tk2EOJM3B2TKiYusbwOwweHDlZ7I8CjgcqjP7tNBxO8jvOhblBdDun7q26SrQ82BLEU76mgTusUcOuHRlyYeNcVxAUcbYsLf2p7joU0xwdriyQNLXO2ITZ9cTz5t+9ixDw7F+LvXedGWuPBsI28bOngUaFt8aJapo6x69OWvcNWHr+/KUuuDeYNGgQ5NPDGhU6Z/8CjmQx1ok0fb8Xceg6df1mJZTzo0yupG/Oh5CK7jpR/6P/X1hxrbHvT5hmbWP/XpnMrbT3wA89FHH63H2ydP59fEr35kJ6PN9ur4sZOHLe1jg2KNrx7EYl6Q2cWRtvr6D9/4Gsu14MkLNLIW1hVW9/oej/IF+XCTT574gk83l47KS18K0M5Y53//1tk+BvOIryW1YtA3RuM3hhJcX6QpS22b2eXb99K3WOiLIa79HQ4xBVc6tf6ab2i2waFtH9ldOzxxtKcdfYQ/j+Zjs/1AT3v60f7t183GbvkajxqkHnPtUrfe3p48faGvL8pCo+0YKUtNMdbqrC9gUJSlLS5tdOxP/V3uwuftXHjKTqxpGxzXCc+zaZ82uNTo0UaOQga1Tzj1VCY0ZBuj50HOughHYMS8lwGpYwXLtvYmTR43R09nuSs0k6ijOkd/Jgy6fXguzgYAjYMy2/SxAc3EQ6PQr8RU1qObxPltnfB39jJYJJ2/xtCG+tTaM8kuANChzRiRh6Y/4m374oppDMrD39KmHfGMAXmLckxA+BTkxdZn5SbvuPb0Q/6smWjGTB77lG2bZYNxYwzWgi50fOMQv2QjY628NXQPaOAY/8Tk6QD+6BcXFha6zkXPoX2/xwu8+VdN4oNLad19HvGjedb78UK+ngKusdFH1sP8Q2eeg73FRxaa8c4aPQoy0GcpGhftDV88ZNu+Nw77i1sQV8w9D1p9hig5TFTBTbzxKyjlX/2oXWROnz5busjjNxsY3p7DLj9mx5cYUpBnXh7khyfxg9/lOjiXJzrXD/Nn3+eKn7O/NjpuPsCYxVjMI/1tHpCftPbJ+PbzCBn0JyaxEQc+x8WKX5nGrdfoRKpiZPxoowMefF4qWyVD/05+46boeZskUmn3usMvPJPbejczrWqHxw90Oi+MhQ0Rcc94SiNxQK8PR7cDR+JHBv/EQVaasYHJYd5LhvkVPWTgma9SXjHhUSbPNjWHZfpAGxvwqSsLaZcdMDe6Yk0McOl7dFyNQa613RsdbLV85ThzVH6bCxOBtYBJUWZV3tmCp/+0Lfppbd7kT/+RqdhXW8ggP20bGzEQkzaRo8jXHk+7pFHv6MSWo/xhrow5wHmpLJjw9As65yx9dPWvZ9C6hpG2zP38FFeXMJmr9ZGNuB30XR6nbwg732YukCn/8Jk40+eotyjjB7JPV7mrjY1JwFEKDlUgSf6t/AUEfPryqjFekFcX8sQz+DM8zo4cj/Up6Hggw0JcddrSqbELfYeZwePOkUJSkaFopwYWQmTQUcb3/OzDQ5e+dqFxUPRBGn5AQ9bdsDLKz9o2MhRtiAOuNNr4MY9pB315xCGm/sALsScWwinQxKcv3ja+kgu/noStGMhoA13HgDY48JRhY0JfX8gNb3lQGHPl6SODvZYHhzYLHrlAosMQO9ZycWXeNROsRFb6Td/7c1SmbTVe+8aflxLHaX68MX9KWxsqNslrPs2rsaCLva3/0vluF4ry+7j2uWh/93HP/rUrV0pfverkhdgPDnKu5CLaf6KeseAfOWaY8w8cFiFi3vGYZmwMw0OWi/mtm8xlYiBnOSVqaiMIVvKanLAXup1fD76dXz3OJzXWeLJZ4LyL5M3Qb+TPcs8kT2fOns+vfefL+dgw3eJu89/99qjnSpR2Bf89D8wJNYf5RBjd/VzoPLKzuHGYBZwfSq3PaMTH+Hfr1mEEsnmr3AWHwBJAIIMR7OBBIy/EGon1cwhkkHiQxX67ufs1Y3j50dXiRbKAWiRNwG8t165dK1/ve+DBfKD6aj6of2M5f/FSby7XmJhvlBqb9dynLY0aG3U+pqa9LcjDnzLkhyKW56p980cNz5zS5iZRLPoU5NShDw6HdPzykKcta/VmDNihbGm9EdjnfsqRAo6b+SI5sOHVwa/Yr3HjlwUe+M455dHVf2S9mTIOa+Qt0MxD6+ZXtU8z35FhbNof5MHnV8GRu3OHL8ckR6ybvVaBZTFHrDuuj/B39FWWc58fJe+YykrJgN1+dEz4QTzYvpV5jX+nT/e1qsY6quDzmZuSiRwbj3hWT2/YqKOD2YiUnL5Qo0MBa5vXesgQ3s2r1+q7ivoawthE9pAv9dyPTYHcw8tdbWwIYCYf+5XsNeEkVxmDVkZft3z7ldR1wjAZ1Z91T4j9CSMm9ZSjTfLqS5dWXtFW/3eyDORqUwxPePv4hV10aFe8aRurcg6sdqiVmRiTX5gB8OSThzxFW9XJi3hTbitTmCMu+rNgCxyO4+KCVhM9tdjIkhfqvBScPDq2raHp49Y+vDALy1yrN2VpTzopmaEcJ1vYXFS4lNQmqGOfOOgRHzTi0Q59nt4d8G25KYfZUFzIbxzdzsLy6COPLJfuvz+8XLBv5wvRpiMlvb5MJ22TxywypcLLPFZfMxANIA9dSmovdEf0io/M6eBlgUqsPDAoOPQoBbEmTV/KifC0sxOMHPI7uXVRhlY6aSSGEirbKx2eOiGdO3c+q/SFIj366GMV96lTp5dLyWPbLMA9DrpDP4yjBV5dSHtMizl1yJv6xmZOT7DEcay5VQ8QZNd5nA6UlNgqvMivcQndOYgI9JW3o1Xi9I/4sEc9cNO+k5/4uO+BZ4SeBf7wWjY0tE/mT+MfqQty/Wp7cfvF+e155/oC1zlLrdxQ3dG8wMjzPLBPrT48i7g73jo/lZHv+YPe5G3tIA/N9UZc6dRgiSEeNHQab+/rXm9PUx8eR2GsuvpDzWEuldvjtS5Y+qCsulMW2tFCHOai/UYGHQ/64NtvPPLT81Se9q3FUR96+7a/HirjnFG3bezl+qk3ayB+nczGaf9UyLURDPS8AepNWMfC5kf/sUGhT3HzhC+UGr/cwMI9yE1S6aVdccQ2X3NsvpG/13JXGxsTp3GchCbdYHFUmnx1qKEZzAw0Ue/wkIMnln3xqKVRz375FRo1iaWehcErmWBU4lPTh+6ATjti90TqgcAvMcDWRtXBolZGH6BJLx3yxMmXI8LlojLYNHZolNmHpl+2rZEljuNiwBa/34NsW0R673/dnUWGXOh33bmAB319coGO9qnB45Bu7OUTssRoWWWRoZhX9a052Tnx7FNzGJd0Yan1BXPoG4O6xKIeNScpM6m8YzwSN/1H8425DyRm3u68Lz8PwFtif/2e9+TifTaYHS/2YiUHcXMedB59CwP89pVFrnkhVWkfOp5+CtR85PY6jY2O+az4sJenDrdvs1DwVhUx9HkIeOWTMSGeBqyYK5c8YuYpBYtK8lMWdn7S61J6zV39cYzxr2VmHskJTyAu3vfg8vDDDy/PeMaDywc/9KHl/e977/LE4x9dzuQuFrNxhP+F6WKZXvm3mt5V+OBvd7U/radAjy+6nbu81kiwGPNXcadO9BeJods+79cd5nd/PweZ63I7d7/1WRju9Ne5Z02sHu1Lx4Hvt/OZgxMnmDfkMxgF16/wu7AW3VrOnruwXH4838acP4u/ks3zAw8+Y/m05zxnuZEne4yXxdzSx5625U+abXlTVxoyHJbteQF96mkPHWWnPnzXo4ntOa0dajGoxYVOG9rEgW6BR1FOurTu7+fOxKc9/dYvaByu87Qp0wfa2pwY+tp2j8tXc5B7KvviaoM+hScv+qSMOPYbvfNpG54YswYL38GgTAxs83SVp42sh14rkPfLOaUh2zkolMKBVqj4vsaqH9D1o2wzxvkXL8No3/UpgjXn97MeG/dW7mpjo8PWOujg45I8avj2kZE/eZ7MBIcMOh4OPnrSqClgiFOElVYDAUawWLwo4EK3LV0s6eJRW5CRrj/WyMDXb21gWz10OZgoFvqlw+aBIxhwoVPUAWOLI78EV9lJM1Z1j6sDultuxaE+YmswoKODn+DrZ9FXPeIzLmp4W1njUp98iSFNXei2cYW2MvR3uY7cLMqsqZys0kEPvyjInsyJXbZCg84m41y+9Oz+Bx+srwK4E3m+5fdP3/Sm5TWvec3y/vd/JI9wGb+2e7yf+tvmkdFNanybfoqFNLJdd5suGyXk0VOfutvQWYhX+YRWeOmzkUCGok1qOvVoGR79FO02gbFrpvTGb1lljCHagewL3cHByeXjH39sed/7P5z6+3I3+MM5D/OUKxuFdhiMnh8dw36NEN0a2x17q0I3npbBx/YT++0rAZnvzgsi6z6u9SPCol5xpOJsqFhWcMa8n7I1Jjzit0aMPoV26fMaTHyIdDPXV2g89r98+fpy//15qhVZpuDHH7m8fOV/9KXLa7//tctzn/+82tw4r48AbDplY423Y94L0JcmlrmpGLGOjxUTce0PUSaftucx7Yk55ZHxYijdWhv09WFbgz0LfDCxt+VNOdbyiYWs8voNXzo1dC7otOFt9Y1RHewpo451+9Lj3U9CGhMbyFC2NVhtA1/XG5Fj5owY25sxMcFlA183MLGn/NbXKU+b0mN19HoLHn65liMHTf/p43DhMzaJI526LqBX9kOHT0agocv6VF8AuGIhVzLkgesiOE9TuauNjQGaOH15KvrkG6Sy8AonwRIYU4C+m47SHQGjx2FCij9eJi544Kizte0gHIfFhY0CDzll7IuFjBNJv+QxTNpWT//o00ZX/WljysnHFmViwRNLHrqTRt+jANaXqas9WLR5QlEltX5BL50VXzpytOERu/ErD10Z5CjK2kcWPXnSqcMKftug37Tj5QtgfWlM7DWuumUHHMZ1tbtGW4Y4oa/mW3Pv5LM1nLQns6HRt4sXLywvfennLc961qdlUewxxJw+UmO3bbXPoaweYYUctgztKdcYLRPNwhEPgJkDbVDzKJmypi/4ba/x2gfalD1G++AjZvHgT1l93fKnTOtwnhjfrVzA+Yp7YjixXLhwOhfzq+nnQ8Xrxlc74FKsHVtqCyJHNzbEvPezeY7FngeE/rPRYgyLFl0/T8TnGrBNHijYrYU67Rv5rEYorZOc7scKSfO6p4MQ6Yxq/6M9C3bOnDnIE5ob+VA1T1K5GB8sV6/dzJx6aZ7inKkbHHVmDqTNGjxi4lyijTy1Rdp2o7GV67iIs/0VY56j0KR3Ho/Ky8M2bWQmTTo24M2ifWjYpH+c7tTZtpHnEN+cILfF0h41ZfZtm9etjHbMgfoFtJ7PzDmgxRIDGfX1tXnEyxiyfu5lGnNFXuMzFmv0Od9rLWujZRc+OaAgoz3zAo0Yev53HvzcIDrMGYrjgXzZCi6l9PEJm2vAdd6ERg2/zgdq+Ks/eMS9BP54VK7ZmG7mRRm6y5e73tgYqHZJgEmQZk0AFAKgGFB11n61I1fJG1hOoKlDW6xK4IqvjLQerrZX+AxCCnyK2O72xdziKwddXScINIo68KcMchRoysqnf9whxtTBR3fQ4qhbBvKi/+rB15Y8ZGuirTkQgxoZ4yofGK/I1VMk9Fa8I5tOANeiLeUmFiLwsaEtakvppj8vtModkVk7xoMN7VorT920tktbGXLALMAD7OgrOvQv1FfUn8oHT6/XB9jxi/x/zud87vIv/+X35cLEB52R7oIO2NT9tkXbato+d0j3ItY24XcsztZK+YrVemBSIpqjN9nhFI2X/rAvtlkcd+S0e5FBER5FfewSk3O/edOHbpMXc9O+Qu84551pb2qaDhbfZXPticuxxy+6n8GFssXeBxpH52p/DvQGxbu7tg9W57Pjnjrab72W701dY7YN9DvH5BkapT4AnQvCxIMOv+TSvsknhNdYUYPX+r2Jt2+tPhsWntpEGtKuYIsPgGKbceItqPbpTubT+eXsmby9mRsqf6qihjKCLPj1RDdjgTw4lPZl+rUzdYTvOWKsMG3ru5jSRUJXeWmlQy5DUN5amW1fDMcAXNqU6QN62yLNeO1PG7TFFpMauvj25fMExCLmzK+xQ9NX5SemfonrU0D1wOFATp/1V1zps699eFMXO9As2GN+oAt1+qMcNA9x93KsRY2HPDjwkJu2Sx/bHNgnnlWm1tNhI5MWds8R5CKvXT5jQyl/Qy8sCMF6usp+ZP8eiDP5qu2ck7Cp4XNhMFn0OWZwJhoZDvruHJWnVq4STfZSoFvUpT9lkKSvTe0oLwb93eKy+lm6TJy1D7Z62gCXNoUaWWSoicOLiDGpp6zYYhRQXsSBbu7hQbcuLDqrfe3WTr6kwlrrO/GFNicDBRxzQp82vvJJfO1hSUw3NvqNjG1im/HJA7d8XPNCnwJNmdrUrGM/Y4PfF7eOoPsdO/oUx6I6eWl95lhTtE0PnvLU0sSivpnP0lD4YUE+T3Q6i2BtBEJ/IJ+14b3wlj86BhN74mkPGm30jYl8EZN3TMh44H9vSvovKfBJXHOUESsamG3naK6VA0tcNgP8Ou/J3V+QMF/hB433a1IbS82FMNHtP5cm5xwde/lDE79TncznaNDh8fil+x9Yrl29UgvghfxuVD68VDhlKJgsqMSHLfIAFu3CDBZl18e58OhzzKKedDc4+MlmbuqQ6+1FDT4YHP721PVr+Us2AkrBnHz6bE7sk6/6TE4t5ijkbeX6jA1tMDsG9Bhj/0yeeUT/IBs/8sVfS9UddH3uoQ1jI8bKDdr6CRbFvrym9qs0sD1nzAO1xfbkMY/Q94nu7AAAQABJREFUAYOaAp9+HdDS54KGrDx1kLFMvjbg055FjKkrX3lksDH9QwY+h/aRQ0YeNTQOCnIclK2c9pUXs4TXF3Go977BBB8acyLHMfLoYFM7pVU0npR0XqbMtLHCVaVdOsyjWnuJac3DVk970PupCudFb7LhTT6Y0wf6VaIbRsUGv2SoE485JTaezno+g1ttfCPuOif2cYILztNZ7mpjYxK3E0MHTRK1DhMsbYMkUPry1VWGjYXFuxXxJr4y0PRH3IlV3wPA4MWPGC27yLto60dNDnbyQ6ba0aUwIWqXygDRjhzF9owT3vSJtnLo9ATohYH+5Os78vhEPmoRWe0hD89Sf24bfE5V8qUdLsqFGx6Y4oZYqvaR9yga8okR/flneJWfdeyQnz7TJyZyKhY1RdvVyYt86Mwnagr0sr/qgU/xw2zwj8OHPnNPH12Gm3YdKxb5AYNYfI9dXWwhy1txbGQO82HO8i0+hlG55QIEtgePY9Fxo1hjgY0YR3fGhk0Kf37OkxZiJzbsU2Z+6atLffNmzyfjkY8f8Btj9WU8jYjjHX8NBfnlrRguv9HJpiLcjHXL8JkSvneL/Jhz9NkIUTNK2T8Fg/nvxQF6/q3x5jsfKq5bWdyeuPyJjilvBd28mW8qXmWIgWJNG3sU4ql8RhY/OBgn6BR4xOsx+/Kt2wy5xfPWaczG6Q2OPM7J5PlG/OQuGBfDAj+hdinb5MBfvib2+BvhehQfHcYBHfxlA4Q9imNPH98LN3K38mFreHeS4xN5unSQjaHzAb36yovIOVehWcCxiEnf3NBGD5tgKo9v5nnKm+OJBR96+Rh74NRb1fGJizd03tIVWzzzYJzS6YtPe5aJIV2aOOpSc/5AN7faUKYx2jfkiEM8ciImNXTzTp9iTVtM9aFR0AG3zhHwOYcYY/LdIjs76va8a11EsMOfZbOxBU9MefA99GOFjl+01vOB1joWyOMXWLSlI83adDJzs59cNr/GMXIUxpWvbiFHXHvkgQWNI8p1E3TAJq7Ws8SdG6V4kvnR148YBq0x87rztdr7fFf+1rWxhO/x5a42NjNBs23iqSnwKCaYPgFsi/LQHVCxJoZ60JCjMACFOWxBR0aMqlc+mRUTOXSVdfDwWnxkKB3RWhNfDmgTS5ySD/+4WJXBJ9ocyjHZJx0ehXqbF/r6qN/lT+jigpVO9f0trJ29FbsMjJfio0fBx1TQutv0mbPKrfIl1bmTTo2fE6P8GrIzDu0oz8IlTcxtf2ujFPLCRYq7Y7AKb50ztLGpH9qa+GxO5mKNDDP3FBvMtJW1DnE3jtivzQ71SleOehZzCY1x9EDPvKDDQqLPYomDrAenl08o5GOSA1vo9hOS2Ev7RH13Bvx1rPu0CmEvr17bbSy/64bvbOFiDA859PirIhboE/lrJGjOa/xnJs0nQuhZiGFb2mbPIXnTH2j72PdrizJi7s20r9D3b2Ht7U4XKp4Q0G0/21ce/Xd8R8/xjBgDX+uCcVnru/5Sz/Fsf7JJ4E9hMw9qk4Tt5A9e5S618aA/saVbw6etDLHIk0ZfGvIW+BzMOWWlFU4E4aG7y3No4iGLvxwUZWYf+hYbfWSkI0OBDg0cijLTHnNMfGTgbeXBEFtdZKVPfenUlK28fWqKPtWTkPS1E0U6OxslvPLVtVZHf5CFZ/7UpY89eMha26Y/aRMXDPtB3/kFzRhok+mqY0t5cYm4zoQOLe01r9qlz41Q1t8+Y7DUecJ+PZmPDQqYFGwoW4R7fLmrjU05EUdm8nSu/CHANJA74vjal0Zt2zimzuQxmPaP6AUDHU6heSECz4k95WnrvxPZjYE+xNDOFrSpI5Y1WJRZ66s09bWHvDRs05ZGjdxcOOBDQ9aYtth4wR0CcuJNP/bTarW9xqgf1mU/vMKjTnzzgE+RRnvaBEcs28hIQ29LlzfpyFGs55/7mgP56isLXSwv8vi4lUdG+uRt8cCdh9hTXz40xw4avlpj47hcKYMcRXx9k46csshIV6eU1+VBXsSC1xx0djK5OCe7dYHeYYXPohON2nycyIejKWBNPPUqFuZcnt7gV81P7tSixiP1TNdd7MZdOKsb6Fig6581NGWggWFff6ilTwzayjAe+ExoIRddftva5x25LCSRybjRzgKtzB5/P64lv1u08QXdlRqD6B61FR4Ca5FHXbpZybg4ElNJrfMWcfWsxW7/RNzX0sGikDtp1NDt6wdy0OhT24Zuqbv5dWMjX3ll1KU/ZeRTqwOf8lRy8JSl5nDM/y5deGKKbw0GxVo5+9oooSEnfWtXOdbgoBZumcg8soitX2LI75j6eqAstYfjOPVow19TuItHfXRsY4f2/hxibVJ/Px+QUU5dbYvHHGDjwq1KRqOeWOpXsl55DwgGu13G+4XMi+ucRFd9pO613PXGBsM4pzO07XO3WnccqwyyJsakQrMYpH1qcWmLTXsWMPnzMU4LNzXoHScPfWKCc5zslFN+F9eKYV87WzmxqSnyraWpTz0vhsTFgbwy5g36pNlGlkM95OFNee0qax+5J7VDg1rjyBUqRVvU+qY9MZWxT60v6oElX1z6vBWhPjocXCwpfDcKBTljok+boh5tZLQFn4MnP2Jab3WQE99NJH0x0UPHPm3GTRz46iunTvGiWN+PE0zkOCbfOYAftPUHLO5IkaWIPX3DLf2wbhs+8SrVeiGk0g2c56nc+iDienEmB8i1PfzFBv2Whl5xhYEcf87NX0JFqnTg8VSEC3b7Et06WZu/t9n9trPHlq8N+8iJJ00Z6Lbh4XPTqld+mas9huvYGis+sqpUnPhG3OpTUyCYC/SZO9DrpWxWL0Tj0jf9M47iB44nXYw7pd7WjFFkmQcWMCYedOOQrqw8+2BpUx2wj9ODJt02OlXW80Rc+fapJ222lYGmnD5A00flZj1jV05sanHU0YZ+Kyt/1vCUk66+fWvp+rPH7TmBHBvjjCItukcKevhP0Wdtiwl9K6OPW1lw9j7Q6yIWPXX0XSyfWmJvymkfPQ75yLBm4D03MPW0NjFGaj8PC2j3QqNOi8yotXF0bsE+zn/od1vuamMzjRm4E614TPwhpNMmc7CONE0+RNpTXjvWyBSfmsSvAyAfnkUaNYUavoc0F5Utnb4YxOkgQ6fIFwf+lmZf2/qy1QeRC4oXlXpLJDTkwfXADy92vperj7PWx0nTT2i2pxw+kFNo9Vbf2kZ2xmGf2jJxoNkvrDVf2hVLmSNzKLrEqixYtqk50EMGPYtY8t0gIEchr8jMAzp8aOjZhk6fMnn0pdOm0J8HNP2C7tyCbgFzFvsTGwzzAl0/tNX6bTtepNuHWNTGrq3CByuf8dnjTP9dkMVDs/Ng3Z+xYcPF59TcPPZmjHlZH4KNCtdp7GOH+mD8rAKo+gnfNnX5iNXQOWYO0IMGHofnCjR1lY/10PY46lq3zZ4b2q/1F6XyA/39k47GajxtYJcCz9qYwdzhhqkscrR3R/KbiHLR6I08iMChix31JpbtbS02dPFtKysd2Vmgb2XtI0dcFHGot+3pKzzzNPW0r759dcvI+gINOccZsjk5Dnvq/vtqG5f49JkGqVI7fxnBnhvGZSzUT27v1yHwLI29x1FXPvXMg/QpR5sClnnsOdrS+qLM1J20nV/BOcldSk2H1MSTuQGp3oZa42MSo+OBG/1UuJwpenvQ54Pte63vamNj0NtkJLu1khHEzvn2fxdAWDk5El2KOLTREU86tWVLQ55SttYFbi4mTvwpJxZyHE4GsLnwUDPo0C36RV9M5Cbu7NPmmEWaOvqpnnTw+aI4+hxuWJziRVvx0QWHgrXtnXfRN75MP2ZbWf1g7E6CveZBP5VTl76+0qaYo+71iQptKwcf/7VJ3mmLbY6MkQ/WTT/Qp08RhwvQ9g5EfO2Lj5548qjxVV/UVUc72qU2NmWoxdOGMcADmyK2MhMLeXAp4itXxLzs7YHFnOsnBtKV7371VEWh2u1X5zAzri6tTCZ8E8famPrtkujnPx+S5K6tytpAzjzhFwUMSsWkfPozB7ThIysGbWkFsOqALyZ02h700ZdPPe3Qb/+Yk3vfWgftlDBKp+qMV9yPhWJF/Qh2EfPC54aQwV+evPR4jLhXQXNDVz/bJz5wmRzks0nGrO/MGdcnddRfYdvfdNA5joeeuuLS19bkK0dNQV7cIuQFPQo1csZFTUGetnITS5q4YqujbAGtWOpM3mxPDOnii3Mv9cTSFnjY0l6iXuNuS2v6qqMONfLkxnZLd84YZ/jGC0/dKacuNbLUk0Z76spXVl7/XlQjN6845R++KF9xhgVqt9NiA7fGXIziQwdDuf25mB1PrRdc11inV6GuV/ld5x4bd7WxqcDWAXVCJ9oKmJqpjfMWPmhIIJ3cDlgeNXgOBG2LJwl9B4Y2MiTcIs/Jooy41B7KMGgsGFtd5LjjVFe/tIVdMdR18JWxFmPWtLf60CizBhsf56f+0VNGDGxXHNFHR76+0Zemja0cfGnKF/76Fwfo0bfMtvLU0KnxCd/FRE86NMrkIQ8fHXGUi2ZoR3NTAOsLuv71jhdSNjiOLW2xtYOfxgANWQ7a2LXWF+3p09RFhoNizNpBngN5eBR4s5ZPbfzw6VuMBRq2qD2Q4Uf//PNj6crp6/QzytGKPepchMt/crxubrSDLgsXdPGqZiM13l5Cnrjqh2uDzM9OROWIDn0+GFt60TUP+F/21xo6dqXpi3EpP/2BVr5WXI0Hv21wh8rc3OcTeTYeOCkONApDucLsfVhzAN9Yb+Ztt6xqQNSmBhzz5BMsZBm7Ag1G/VQDfvHBahRXvI4tYxh55gCxOBdoW/SVmoKeZct7qn7baj3yo5xY9sHVB9rQOSjowVPHWl/pOx62Jy4YYiknvj4hYwFj6tPnoMhDDyxq+bQp+lWdvEzdSZM+abShi6Xf2piyk8a6UzcBa86Qm35scZBlTnqdlK8e/emDtqDrn21qDgt2HUt56rfN3ky7zugnPKafmxDs101vav4Ype9lMg71n5Wi/2G3fIFRfsSX8mnmvs+DMhB5bOLT01XuamNDJASNH53AnJD11ys9AUipj6KR5YLjwBHATDqBwOM7Lzjh/VPcOVi8HRNLy631z2LRnxciPz9RiwiAKQ6ckwGaJyM8ZPcD2AlVFjxksANNf5EHwxigy0MengUZaBRxbNNn8yRfW9CJ3z8VZBJNfNv4hA42OOafxssTWz/UnXRj076y+kmtHWVm3uGbU7DMvzT42N3a1gfp+qzszI0y2gdztrmIdBwsYpzkfZIQi+OBX+QImmMLbWIrCz5y8qwnzTiRxRd55hM6elMXGsVYaaOLXfOFj+gYn9j2p6761BQ/XN02OQPbPm8VkRPPVzAo/diY+dUX2Ui3z3wmhgU2dAqx0b+TXwKOSPnPeoVP1HVk8WNJQxaZeruJVQ96Ldg9j/3TcmME37YxGjNYtMsOginIHncgY1zwLer2XSm6hVLs5kEjTvyT53hmDSOEWufaD3SikbD4c+d+ksNnDCjESezI86eup/LdNJWP8HhwhV/1NBahFOTqwgc/vDMHmZ+V033M2GNuwKcNHm0PYy7AFQc5jlnUh0abggxt5vLUsa0NxwEd7HEgYy0fGoUaXfnQkDEO+uLoi7bsb7GO8LETfGS2B3Lax478ejs9vOLjG7rhV3+dZ8hTtEV7rkNiEYsxI2ss8qm7PHkc4CkvBjRw+KkNCp9TQ8YiHjWH9qnRw0fG8DC/jq0/rinywRITmrahBaZwWRc5koEyDWZ/c3hlKti9qWHO4iNSnB/1zcOIVNgQ0ogNcl7+NgNSWr1xO5W3o3PC1NcYIINPHCVU1u/95a42NjhDaae67oXz6PcK4GwFl+yRbAcVmocy6POePwU5+ejxd/L1VsQ6mJWE1T58ZdETz8Hb4iGrHwykWOoiDyZ0sZSBR9n2tb/lQRenFPMyaeJMmn6T4ekTMhR1ZtuLNTzkxJs60tSfPLB2dld9bSOnLnKOo7bQM1+00aOWP+2JBY5t+MgfV+CJ0+GTg32MtjkJ2468/aZSn8TR1jY+/JnF/vSzbewXCXnKgkmZOUKHgwUI29rXFjz0wICnDfrq2kZHvm152oYPbV+yYGRJkaS+371TXy4XHVYqePp3K99xQYFW/7LhUZe1yjGnvZMBZ9UBDz88kCveioMd44Z+1OcVM3g7/VWGvnrUO5/CLz9WH8Sj1hZ2lLdumhdr7EHhfKCxX1vKf8LLsctZdQk0jZTdJi4xUvSnfen80dan8ov8Mv4orDz4R/1rXfFadD9fxFOHvjLQ5twoxvqCnAdy6mnHPCuDv8pRa2Ni2pZvf8qKJ0179q2Rmzi0zdOT6GvM6Fq0g6frEDF8jUns43xDZ4sJjQKd2MVrar9Km7q6sqZoiu8wZmzoqj/bKEpHvjceDceaR5GuH9KsxYNvMRbPH+Y6bMf3yfNlP9bgtFx886s0AGZsACHoHDfWfOk/p0SibBfWazY4rdrxH/dxilb4+7/e1cZGMzpm3yDMoUlFjoEwkQ5CJSLCnNjI0FeOhZOBvHFj//REe9QcXtB9BF54cYZaX5DZX/jaU3n09LE5rUsbX/WXPnIO+LTjAi9/ytie9vRNDLBti0FfGvxtkU+NjhOeNoe64lGTL/1RD1xzisy2mGf0yCF93mbgIu3djL7Ao22u9QE62PpgXz3oyiqjn8jaTpbKPjKUiQNtj9M5QY+D3Mijxj9tz3jhUeDRBl+/qMGCrpz20ZFG23k75dUDB3/0DXnb8qiVnzV0ijVt7SoHTz7+KSN9DTGK+/kshjL4b5v6VL5464CnqWv8lZeMBX1KLO4XrKLkJfjw0QcfmWqvC5t0xLVvu+TXWG1T49c815DHF+1MTHj2y9/gUYMzD+TA7NhaBz36/cVlq98kbpMz8cGbhT48j+Jhd42JvrySpb/6Bl0/kfNcwh8KfO2V7Io59eDPY/LEsIa3LRMf3rStLHpbXW1C73zu8yAOsVG2NiaebfHnmKMnXb/ApC2dGpp97JFfN/LaLnpk9btq8rzqwxcHfI5pa9tGHxnx+QBxSLuCP/qJrnb1ExoFGQp8deQ5V5kXHNChUftt1uiIDY74s733scffvv7rAzoUMfS/8ckP+vt1Sdv4o8/6Qnin8vURPJW8zRdxJj6fpGlXO2X0Hl/uemNjENYEYhDQjvvTXXxVzuRNfXj0rWnz/l49/soFofv7SSbWtGs+oFFMGn1xqad9ZaZtMamhW5C1z6SiKCuPvnRklZ80ZUowL9MfefjpBEZOHDG16wKIjDTbYHBAV0+crSw6lK1ddaFfz7dRUrAJjjFDo21/2rQ97SlPrT/UyCB/XFueOMhZkJ960vXHProUbcLXv0mHP2Vooyse7Smjrr7Z10flrbVpDRY5pSCDHbFYAOrbZ4u7953u1FvZu3imf2JBy5JS2MrDo1irR10fik2tn9T41r951Asr54E64MATq/K1vo0FrzCPyTny8LSDLMV8z3xoSxvIQdsWaMgop40pL23KtQ9cYPaYYukf/jxV0b+dT/g2cjz90RdpxildLPvUyDBXuMNFT5/EmDX6k09fPliMHf1JAx8dY6TWD+pZpp44yiKnPfBmH7p2xERfXWtpYoMxaeVb/KvRwrfYwRb66tzJE39zJZ16+lM45GHgT5+RBc+CvH5IA5OPYBAq70BEQ1b5QwcZbdM/Lgf6XT5F3ho6bQ6KfdvUE3/6p44yU4c2RbuzTQ6kg20bGWLUN3i2qb0+GOvOFzHW/KnjmIH7dJS72tjopIFaS+fzNjdycNJwZ89C50KoLIFXktYADQY+QZrQltsPZp3Qa+Jou7kQ1xo88LVjn1obZT8y6lhPujRqMeBPujxrfdcWdA4GURoYs2z5YlFP2TkBpFPbFtP+xKE9+/qDrHT0xXPSySfXPgEjr8paiweW9sUq4bygpx/iwiOubYG/zaW408bMiVjTd2jHxad9Maf9p6Lp+6y1pU/mxpigewHhczT0p0/GqD48aOJIn3gFkBf9nJjGpR59D22pBw5yjp1P4sRH3kMM5OcxsWhPHjjyp740+MhTsENbuS2NfEz/kUMeGoW+bceEWrmJp03jVn/aVk9Zao4pgx4Y+k5fedrHFfT1D/62rY5rGzUyHBT9qk78oczc6Gcx8oKePk9b8KXP9vQfvryJO/WgK4esuZAm3tShLV1c4wNDHnKOqTT4lnr7ghzgZ2pktItM2bReY5FOTUEHG2Vrg7G1OfFnu+wUPnHtr19toV/FmnrmSj9i/tgC/tmzZ3c8schZj/1+bdcXauS2Y74DSQP+lEHHAl0s5aZsslu6yGBD2b1PRzeZhRfwk/k8GWaQJ1yeqM08aP9e6rve2GDUYGkbFAsjbTw3QBI/k1sBrSNY30EDQAoyBihe194x7Bc+5CtRsYMMehTalomh7OTRVmbyp6/SrdVX1z44yMxC38NFilxQlJ16ylrDIy59VA8+PkK3HKcDTxn42wIN/qz/rjb6Xpi9UE/86au46Cgz65lj9bDNAY+iL+hN3SlHW310lFNGXfryodkvYl7oKyuG8vLUoZ60SUeHcwCfpENzvKjlTRxkoFOwb370RX11pVOLU8rrC/QpY3v6pLwY2KBM2YlNW7/8XSfl0dFH5gay0OYH4MUnBtvKleHxAp1iTdtziLY+anfmDr648JWVdlwO1aFGftqFRlF/y9evqTNtomtfXWpp6E1d5CnKape1w7YxKEctzqyhu+bQRk/byDlm4iJD0bay6iGP7JSBpj/I/11FvhjapbYttjj6oI58+vxlX2GuYzZlxdz/sGQjikNtPI6h2OAY18QsWxESw741dP5YRp22uLc75aBuceyrh3xj5iY96wqbgHl+TTnGwGJc6KovtjRl9Wn6rA607di2PHOgx3rq2Z42Sn4dJ9qnoqqnu+9LC/3pLHe1sTFpM5E4DL2CWD1kgac4QagtTqQ6RUbQFXhOYGqTw4eU6nF8Pt/hoIqlnLjoUCadNod+nMLPHDsfxuAjR3FgbYtbzPGinZ2vqx1tOilUEd8aurJizFq+NHHsT1140K1puxGBhuwcsxJc6Vt/vHDNizQy/No1uOTSMRATOjLSxacWXxl59Dkojs+UQW8e6uGXesqjrx3nibr6uLUBX32w7dNGdtqQb60e2MhKr0Ze9IU+Fxf6+oUO/XlMjKk78aBjlwN5+mKKpbz+U2NfOf2FzkER1zwpC33Kia0O8uZBv6xLBl/T0Ac/D4aMGOpja9Kqkxfo0x/681BHX+wjA7YxQd/a0g/8U94am7bRVQbaxIRHAYsDOQuyFtpgUmgjp8/W0OeBrBsacwffoqxxaV86uPqqjLbAmOsDfWXRt42fbo6kU89iXxvwpNE2J2BCl4e8hTZ2lIEOTRnzNeVpi2cdQn2mSd3+q7g9DjrY0J59aNjw2PqBnL5YQ0Me29ojJGjHFePWPjr6Tb39DJ4Yhb36LAY8bfZf9+39E3Pii2U9cZSXRy3fem9rP37IGasYzHE+i6me+WFsmTV3/IoJbKCfuJHZz4QQ77Hc1caG5BMkRedpe9LSNliTAY2ivCcrA1x/5rjykK8gd/hotS1/eA4KBSzxaYsNTwx80ldoHGxqOGrqxY6TDD2KumLrk/jytakcOIU//BJv0s0TNLH00bocyYvYyIk1/YVOX1411hexrPF3yhuPNlCjbRz29VEfoG/b6B2HZ46UB1s5cCz6gJw68KY/8NB3/iHHPOJQ1loM9WcfHOgU/bGPHAUZ7dFHTtvIyEOPPjwKbWnaERP+liYPna0P8MQTXxvUU15Z6LOo70UR+xZ4FG2LB00euUWHvjmAbxzW6oiB/NSDjw/QxYamvPHJV0a6PqKzlbEvHrLqz9q2/BkPbfjywKJMu03pV/1CR1z5xE1BBn2KtTz6zuMSGC/gmVfkxBcDUfgc8MDBFn3PBWSQ55AHzSKmcSgr3xq66xVt/aKmQLMWQ/+LkRdtwaetHHxxoHN4QwVPPWv14dGeNTLSVkZV0B0HZSaOc7KE82I+8EM5avyUJ04czFeU9NrjWCLHJqN9wcc+x8SnRn+LZx4cP/S1izwHNtSnhg/dMjHh4S+H9pSnngf62hCLGhmLbeRm2/6WZjziUvOL4vUh+nVjU7oxQASVqXVOafNe6rva2JgsDRuEAw8dmkFbe4IoTzI8lHcwxK6Q855lfU9Ewp+64M5CX9q2Rg77NXEYsBzsFCuhqx6+6Id+UU8s+Pio7JTDhrLQzRM6+q2uuNQUZWmLQZuiLG148q3FkKc8fXApylhDm/LQ1aMmT+orJ459sGe+oG9x0LHIo4+sRT3pE3PmS3lwWHjw0Sc30GaZPoorzT7zQT1twnOs4NFWhtqYJ922MSkPFoW+NGSPk1NGXms+edxmDMjoj3rbGlxkKLSnPm3tyt/6J55yYqmrPHwKdJ/UFmGlqW+ulEdGHu2Jqy34+kFte8rTFmeLrbx0+rb1RxlwKPDl0VaeWn1jR37qT1l4FHW8cDH3jA+e+tTgUrQrjXrqwKc/5zEyHBQvhNqErm/w7U87tNVHhoIN9eRDUx+ZiSGd2jYyFmnoEKt5NCfwLU/Vlk+NDIe5iTPlj7rAhVRFWfX0Wz/EsFautffjLA56+M1B6XWTa03nJ5ZV3fmEzMwfWOAgmdu0ktvaR0YdAaE5HrQpYENTXxn76qpn/MgpS13+BIc2hX4XctvjvRJ29sTEB9YAciIusvjAb+X1c5vWLvzYqL9cW3Mo7r3Ud7Wx6cHrRBg4TtA2gQRpMXkmCxkO5E2GstAmZtNJbidY3FlPDOniOSDKaJedY21sUk8d2h76J59a38G3v+Vv/YfPIOMLPPNgHyxp2oRGQVc82scdk99aRzdK0JARe8rbptaHuVmQj12L7cmTNm3Rhk7OnOTakEdNgc4hJjW60Bwz+tCh4SPzkLZ3V7Qp6tKGZl996fSlIaMcfNrYVYZaLGsXEeWhI+ciJx0c2+JpDx56FHHl6Q81ZeahCHlRRp4Y8OFJVx77s4gNXSz5UxaeB3z1aKtrLOLQlweNfEHbFnj4PeW1Pe0gI51abPX0ZYsvXb/sgyfm5MGnzwE2tUX7zL9Jpw0PPMZfOege2hJL/VnTVpdaXWXQhW4ercGWt9XDV+WmDHKMySzT3tTR/uRL2+qDy2GhPf3b6imrjHzp6kPHJ+XEh46MetKpocuTf5y8cq596GIL2ak3Mf3gsp8TgUfZ2mtqv26xoO5oafNUQ5p0fbNPjW/QKdS8mxGkYO3nrjxqCjozJnDIpTjIaGNer6RrFxuxekQPCgUZ8aixJ93aL//U1oylhJ+Gl7va2DixcEznCMK2AdjXcSeNwSIH1pSjbWLgN64J2ycennqzVnf6Q1s6ehZSLk957VPjp7GiMzHU07aY1NLUtW8NXXvKw/OCqJyY9JWnveXLQ962MvQp0xdp0G2La+3iTF8Z5bfY0C1zbMVCXwxjV14s+lsf5VmLQZ8FmUM8bShL7SFv2tyOLX3lqMFFf9KhTTp4yFps64N4Wzn6yMBXlnp7KAfdvE4dY2CsbE8dsaFN32gbh7zJn/bEgK/MVsf+cfXUn3zp0Gjjj3Nu+gaf2JSxrT/U0KiRoZ76tDmgU7Z27cOfB7JuXsSVL450+rNIF3vyaIMzeVOeNgcxccxYjBN9ihjUbl7kwZ+6ykK3SLPe0ukb85TZ+q/elJ9+qLutkYfmQZ9zeupqa0tD1jJ5Wxo88qaN6YNtbdgX47g+WBR4jEKNSVEcD8aWtcP+yhyV8xy7+s5YUaav9JWhdh7Txr6+NA8aGvt8Qi8Kvq62xCfPYFQcK0/5KSsNOYt8SfatlaWvj9qiJg7pylA/neWuNjY6gZM4aJ/aoKwnz/ZxAcA7ji+NJBK7yQQf3rRjXx18M4HYRJbDE54JZpGn7pSnLR089DmUqcYqoz/iwdMvc6V9+8fpiAkPfTHEtU+tDWrlbetvya3xq6NdZLcFGeUmb9KOa2OPvLrpMFfaMufi6y+1bXi2sQ2GcdinRkY6OuZVLGrf+0aegrzY1NsiTf+slcMGRTna+iuuMtLFgK8eNItt+cqIrc/0J4+2Nraxi62M/YmhX5NHW3vwZ1s/1bOPDm1sIU+h7eIJj3GfvBLavIhnLdt80jceZJSDTxvePOQrqwy1Ovi0ldNPNgtPVdBRV1xsU5z7k09b38Q0rq2+fGv00PfzJ+hxmF/4tClgcVDE5xzQN2ro1MiBS1FPOjL6D422ePSfqqg/ZfRHDHG3GFNn8qCjwxzayoANDd9so6tNanSRmQcy6qhnzPKQFweabeOAZizoIp8ZGrm9LDIW9enT9qDvl931b74dXWP6ba39eKpPTQHH3BijdHh/1zwugL/HC3iNjd3Oq+ryOg/7HECftJKrXLWmeuTy6SpPfeb+OyzgqA4hStu+E6ZlGoi2FzUnAzTa1BzirBqpxNQWSd3LaU99fZDeOEcXQ2jytU3fiUm7/OLLh7LzptCHzqGO9DDr/UF9gC9v6qlbzPECfcrbnnRos68taNqgVs729BVZ33qTXwrri/gTMxGz/9/hrs2dL+X56r/6YIs/c+Gi4fv+yGsLA/CdN9KtxaRPoU/b+E7wNf3rb/bIK8G86APYFnWdj+hw8usDNbwnLRZJhTa5kIDjoY/ahz5ldvZjy3FQl5qCrgXaxJKvbJjF54P3XuCeJBNC2ah7y0aeuFDEs26p/at0ag7j3NEH9sSbsYiGDnnY8qCTV+cbNf8Z1wmPnHbB3OEkF/ylozToyoHlTx2ov9OLgnLo2pav/JY++eV3/KLM2JSBrj5t58+UhU+f348yXvQr/lUfmR1m0lL8yKAHb/ohHrUHtnclemFUFz5lW4MnHZH+ccaiFJ0XfECv/Eothr7R91BWZWXtU09Z+9Zili2IKcjbV7c5R+OZMrS1PXOGnjFPmdYlR31ulu7A0C7jUDLw6icKOq+tdzTHbjTUpe4fmsS3nsfQ8Af7+V9F/+gksx1/zpGeS/RbdsZFu33r8WrZfSz60Bb6tWM+fj4j34UbgsZUF2zx9R1ex7DP+87mmkf4U168e6nvamPTiSKRRwMj3Q4EO1AGZP8DmCZknzCT5ECA27vAPlk7KfvEGCh6Jt+kbXkmqn1trgn1gqZ9MGxbs8AweUp/tScPfS8mfBiKQIsXnYoFvXVTBH0e4OmzdH3HJj8EygepkKkYckIpV7rpMy3hU+TRbhp5LglICOziKE5Y6DTL8cJW5FjMwjd3WWlrsd36u+vjZ53QBVe5MjdQwOHgomPOiUH7yMx80DcebNBW3j4ys/CNvPxlAlkhUuwQvV+hLoZ26CNDzQIDLsV68uFA94BHPGxMWPZpQ9NH2uJQ7+QTc+mlRpY2ebudO2lkKJX70GaB5yGdPhiU0l1l0mH67OS1U/M0C17hREJ6YdSEKKh6Kby0jFdO6WonxIo//Yq13e+crzT1+TVrvGJsoPHr3vNiDT48f2iSAEq+FujSKnnskzNL2UWXcSCXa1u7+lu8yECHZg1OfaMy1kKvjWZh9PrjuVtzadVFh6KNqsty55w8BwyBzjX+Es9qF3ly7nlAXzx08bX/QKLPCXjkC3nj4Kct+A0vfoATfeOsGv3o1IcwyWnkVndidzzNKb+STwxEoHSoVz+t8c52yXVosdvrV82faIN9Oz+KCI4+URvfaqawwCOeI/MHgRTljVXbE3O35gbHIp8bJnza68X/Vah/IHbGg8HudxxP7TsQ2hCbfJS/qx+0q49waMhxVFmfatCDVvbSoc354dwvXnBYk2g7TzqxPSdmbshhjCYM6vbRt8DQp1BzqIeP5kgZeLTNA3rKydvFNjDRcS6gY0GWo/lxLEVa4SUgbW9l4D9d5ehK+v8TtQPtALggmgAyvOcxyQiwg0seisfk9O4Y2d4A7ZOB3Ewa+uAz0NBNhm1rZDygMVAcfKkRdfvVAdKui2FqC7SiR5Zy+ky+HTG7YRaS2+HdzMl742b+BDD/Dk7zYbxby7Xr13juXI+ID2/k7/bzS8qFQ9z5N/3RT2rp2NEutu6cuL1cu3atLsrINC2xZLNzMr/ZU7+zkS9/4qJdfuWkwQ7r1p34g1WOfpwJdv6k9DYXz/yJdPxH/5CNQHLCGPA7QNFc/1w0cUaOX26l1IZBOT6YRk7xI/HiF1j0wS1f4u+Vq1fyq8Z+QWNOxvD5BurD5I0LOWPB+HvwHRrOB+pa9NaxunLlCmfz7icc2mb/qbd+Mh4HZ89UHCeT+zrBo3M7w4rMjfjW+e3H9uSeYs5pMzf0g5zzuJ+j5lvyTH7R40N9YEY5Ob1VcwF71Y8d4oRf44EPyId9KjHynQ5gUJO30kn7IDzyyTd1U3PAK5vRRac9bj/JJzY9F8jJQeYp/ShHladIEUh95eq1jM2dzKcbNX8zWhmDU8kn488vnccOeYqfZQdbOcrv0LQBzVLnVPzDR8az8hgf8ANa0YsX7OjdupNzNv+YH2WjfuY6aBHlKN4qAx8cYqS+E1ny2TmP+GoDm9LQhw6t8PE/B20LeJyv2LvBOYqNHIwOc45z5SZ2gnXjxvWkLjmsc6wX7hs3ciE+lRxXnvC5na/YwU7+wb9+qO5S68Kd5Id5As9xM27ywcF5SM7KrzVuLMDL1b/mGOdo2SKvmeMHZ87mBwb7nEMWv8Hgi+oY+x7b9rN/nZmc8svhyRFz4NQZkpmDOLNGo09Zx4QaCnODWK/nV6OR781BNmaZ1Ddv8tMqrCsnlqtXr5dPJ4NXb5nkl5tPxR4YSVkd4DAk9CmuP7txiv+cG54nNReI95iDecnc41xxrioPjzl6OzW+7G4cglOxx8dYr3g4V2gTC34xztT1w47xFz5zieMwv1eIz6xfzAO/VZ91GL5zg3HgfK/zuGIOTs0d5Crw5eq1xHmT8U+/4mM9JF97v25FmE0DY3Qi8+LMuQsVc40LmSUedJn7dUS2fM6YxR/ztstvuLPA95qoDPW2Td8cs3E8uibgTduLWNlkjoCLL9J688NeYF1rCDztrS184nx8uspdPbGpu/s1aBwxkTWp1tkLzcIJ0F3qDpyE3cwAE2AnRPkeGLCal4mTiUqbwB0U9KF52Mcmuh5pkMVyBVkTyETlEzboWdCBj9zhzcO6q6vFJJOVTULGqxaymznZT7JgZYSYyNevXyUJtViyiSAeFoyZA3GxhU36HNikz+J3MljXDh+tyXzj1o3l7EEWMS6GWejqhMuEv5OLFRdiJvRBfqriIBi3smDfup0/fz7NRRfLyWkWMO4Az54/iyfL4fXD/KzF6Topr6Z9+vSp9PMV3etvP7FYkCcWQ/CvZfHEBndj3MGygeHX10/HJgsHm5WzweMkJgf8ZQCLOT4d3r5Wd5tcuOvkT3xsMpYbd5bz+YK/m9FntMmzpdrkg8mdGjtn+DLACOBPLrW1sJw4uL2czoWZOXErm0AuChQ2alzwDnIhOBk/eUoE5s3Dm5lnGa/EQp+cm/9ahLAZWT+HwBwjBmTA5q65LkCrr+1n5hjjlbz03Ew0BBSsWuSS917cMtbRA+vshQvL7auZJ+mfIgfZPLGQn47f5J5YsQc+8hyUWsSDeyVz7Pz5CyWHDXCQIZfXslm5dOZ8fOHOmY1axjwXnJO5yOT2PvGcWw6z0TmTOlfFknniyhPBO1vxbd8rB3fO1/IjPlAq/tScF7VaS2eWkWPmX3yrfPAS/on4wDhWTJWnxtlhRYax85ytHKSPUrTLl7qwlv34X+G3vX7yAh4+l8BqO2OUucBGPidRYyfXpzLvycuNbETqWhLf2MwwX25nk8UNzfVrWcRzwQOzwOoix9zPPM+/mh+3cs7lglc/Epq14M61vuG5fPnx6GQ+QgtebVISCGtdza0a756Dt4LPZopxP3MuY3E68z1jWHM68+vqtavL6Wzcmb+MB7uNs2fPJ564XhumU8vVJ55YDhIP5y0JO5Ov3ecifcAcyFe8Mg+Za1yomUucJ9dyA9Lzi3UnalnbwGf8cqJV3pm3Z89mniYPrD1c3JFBv1aYXKBOxt+Th/wwbjaHsXmKDXPWJ34+52TWLGYac5ILNeN0+uzpzNfkPdgVT0zVt+myHsS3Omcy91yHlWE+0EaW85S5tMNg3Lip4FxIXV8gGjbyjCvl1AnWhozBGgN/QcQ5xKaNNfFU/I2jvYZl7eCHl2Mq8SWO4FzPmJ68lfU+7VoLYpOxPJUnaD6tYn7Svp5zmusdB2N+IeN1eHil1s/7H7hUPrApPHMm5z0/Lpv5dDpjeRhf8Plm/LyRdfLiffdnzc445Tpwg+tkckiOKMzLWuOZwBTGL1VUd3mFjI/mjvxwVB5Dp4bn9Qd5CzQKMta0PaDVOVqYjE0//e5x6+tZy3I97fWg5dtPYNlDiLMd72Lc48tdbmyY/QbeySEQHHQTQp9CQB4mjD5lnyj6LV+MlUcbWQZIPGpo1A6cfeXpM4hFT22Z9FOZyAHZYamrLBuwwsiJeiOT7lT6ZTtwV3OBuv/BB+tv8q9ffaJOZE66a6HzePHM6b6ogjX93WPvJwk+cdIzsW/dzt3PerJw0Tubix0LyfUsHsiczEJ19crVipvYsfVYFqlLWfzInxvIA/KVRf1OTpDr13KBKww2P3eWS5cuLR/72MeCmxMn/rJxqicWwb+Zk6gWrvjExfHW+uQCfm0uyGkWDxYgNihe+Fk4r2SBve/++5dHgn0hF3H85wcziQ9dChs050cYRSM/nnDEe42NVnj8Lspjjzyy3Hfffctjjz1Wd/8XLlysxffy5cvFv3DpvuXxTzzSi2N0sHUtT3qwd8j4xsSZLE48gWHMwOLO9trjjy/n4iOxEv/h6ifzk7xC4068cpyYT0ZnyrCxY5HBHgeLKYte1rKUvGQhOoj/N7PxuhpbF5Jznsogi+7N5OrcxYvLox//eOWSTRx8i+fJilZkNljoXs/BIk1hnAOafF+sWJmnxQmNHFzLZub+B+5frj2RhZWLWzAuxi5jc/H++7IpDghPTOK48xQfsU+fYozWjtUpNr3IllTLcVFEzgKGONDIdyR25+ZWlj74HEcKuCcbF5mgVpqrjmB96VdRm45uRqZ8wT7jyMGFj/PhxAm+fK0vhGy+yc2tzH82jk/kIob9W2xEDs4tlzJnLmf+HWQjx+bnem4KmKOXLp1vuVykGBvmPCkj74zL4489Wrm+mvl4jvHJOoIvYBvn9cuPJdfRZUyCefP21ZoH589ngxNfkeetJcbjdG5Ckp3liccfrdTcIp74DRZPcW5mcxuH64LdF1k2TYx5LtQZb/yqjUPiPlVPVZK3XHQOb1wrvytn8bFKKlpXs7YxX8DgvGUnyMW8zuv4xQ3ehZzzjz388HIi+Jxr1zO3Hz98rOJkvImB42T0vACmW76TC2LAT2KstYeYxxyyjQxPs1kXbiZX6J4n57F5eCubu9gCAz/rre/w+ZhATC1XWL+Ll9i58UmbjQLnLbh3wq9NQ4LmSQ82r/M0PvdM/WfUAQEvesR/4/oTheuawByqGMPn3OLacepUxou5moPN053ruY7Eb24mjalvAvKUPn4yRlxDOKeeSA7PX2TNuJUNbzZGmbPnLl6I/pVVN3M750RW07JbttkiEexaoFGoscdBbuyTAwo15wYFnnrIS5dHDb3yt2KuMDsbbOYp6kasCrjSInzUFhIKtvg9v97VxgYHTRb+MMlw3JNWr5Ch7GU7wdKoZyKVm7SaqLHnQGBDPeS0Sz3t6ZMy6IABHgfFE686eVEWXSYgdzZM1HM5mVgU4IPxYDY1tB/PosUJwWaBSc5TgQxf5aFmfsIXk9oijX7FnGXkdPA5ibDNInaOyV6YJ2P/XN9x5C7z3IXz6yKVEyx3dOeyGN/J0xX8ApeFEEucUCzk3A2AR9qeeOJyfL2Q4770eXpyPhdk8hKf4wMnOTrULhRclPGDhTEr9nKYjRU2eNpxkDs08sOGhTtFfGCxOHs+d5Wxz8UaPgshF42zF88t15Mz5JgZ5e86R4j7TmRxFP/RO4gcmzLyeyWLLPk9nVxwAX8iG4ZL95/Inc195Y9jz8JzOk8vbl+9XLHfzh3n+fjDolgL8przGvu0WfBOszFJ/jMAZZ8NHYvTYXypBSd088tFingrB6GzMNeFJXfdbGxZbFkAr6+L8P3cDSa/Vx9/bLkQX1m4Hs+Ghvq+Bx4gCcvlxHI2cfK2GnYo23OBvKLDkQGqPKPb864XasaKs4MN1cVccC7Gf8ahfoSWHGRDyAUXHxnPq4fXMrf66ZQ255jQtuhPydXoJayMlHlXX7mpS9ujxjk+qWctf+ofpbHGsJnEp15Xdvw2zuuuwMMWm2XnNWPC+cI8uHSpN3jMW/q18Yw8F5dT8Y8bCecI8/z0md4cnb/QTw244+fcwgb45zLn2PRcyAVpOZFfNz/5eM6Rs8vFS8lSLnLJVM1BMDmww3nJnK63inK+szE4vMNTmvOZX7nbzzjVuRJ/6iYifnBu4c8JNmasLxVxn+vnVj3G+0Rkyv/YYf7XE4rEfyNPV9gc4PdNnkrnidXMZ+V/zSJvW549m41mzuPCyLJZ52DwoV3LBRjdi5l3de6kxwb/TPzGdm0sUldJfNcz37jwnYk/pyNH3riWnEuf84mD7f1uXNd5gk/kodaY5IjR5yypcU1MnIP4RyEubipuZ0zPBvtEcnziRJ7AVG767RTGmrnAppUbwCQnT7iyvsWnOEiQQUpdeefp1v6mnWzh78k8Tb/+2CN1bh3wBCiYxHI2a+oN3qbLP3xiTpDv03k76bFHPl5PaLmRIaaaa8kP68055k3KE49+In5dqtw9kfOVp4SHWfd5Yn7hQo8bLuIfGNVKXU/U47+5o5bnhsK1hZrDcwQc2tbqiaUd+26QwKANXxnyT4Enjb66tMvr9YkNHTwt/jqbkbnXclcbG43iDIUACIjaAGhzEOAs0CzylLWWbw0dXGyYOO1YK4POFgc7yB3HK+LmBVke8dbbIZmEV3Ix//M3v2V5//vfX4vTZ7/4xctnvehFyyc/61m5a+G94b5zQs/Fni1O/V/tTvv6oVlksfHWP3vb8oEPfGB56UtfurzkJS+pE/d2Ni1crDlxbvI0KO03vP4NyyN5mkH5T171j7KV6olRcWfC1Cbl9mFdMN/6539WJ9crvuALakP2xBNXs6jfvzz80YeX1/3O68vGS2LvxZ/zORmrbCZyomGPpyR/+Zd/GRrvo3NX1xP/WYn5RS9+0XIiF3I2RiyiDCkn6Xve/a7lne985/J4LtSf/umfvnxOMD/9ec9fTudROhsRLjI14Ye/xECBzmLJBqM2kSxWWXje9973Ln/9V3+1vPffvrfG45Vf+Mrlcz/3JbWAHGZjV4tDbQiZgywm55bHcyf8pje+sWL4pAefsXzxF39xLTJ8bof4aoFMPH/ypjctH/rQhyoGNnTMrdrAxZ/PfcnnLs97wQuYTLnQ5C4x8+Ed73hHyTODkWNx5MR++cs/f3n+C55PGLVIMZ7Mtg/+7d8u73nPe5ZHspH5xCc+sbw48+bzX/GK5WI2NJfTPxsMbJ6KL2yu6i2I6Jlra8YVO8gSw+tf//qa45/6qZ+6vCjz8NxZ7hRv5onZmeUD73vf8sbEzkWRt6ku5Y77+c9//vKCF74wG8H7lzNZ8A+4OOQCczu5Jm6WGsaQqep5NM8zafpDXedudOrzLkGYBV+LP4lrG6w6MdY+WBwUNtjw214vvi3WtN3bTeQ3Oo3VEtvXxshbg4mPpybM00sPfNLy8Ec+tLz5T/90+ehHP1oXos/+7JzLn/Wi5YGMCQ8sePvlMHfrzNXD67eWRzNOPBF761vesrz3vQ8lly9Y/kHG8Pb69ibzAF+4eLzprW+s8zKrVc0b8sBFjU31Z37mZy4ve/nL6yIMnXPs4Y98ZHnLm99c4/Ty8D7zRS9eXv+Hf5Dz9nLN01e+8pXLM5/5zMyL6/XEER/f9a531RpBvF/0D//hciEXT95W45y5Eb/f9md/tnw0T1DqPEsuOT/I7ue97GXLpzz72b1Zz7nFpqCeoMR/xt9x6Pz3PHjGJz9z+fAHP7D80R+9IedPntxks3d/5tCnfvqnLc/7tOfWkyg2y2xkeGLLW+k3M0ff9sd/nHPwcm9W4gM3Kfj+8s9/WfTvW65ezhPLc3kbPb499NBDdY6Qx5fFR+Y0vlHal/aNefq2t71t+UhydiayX/QlX7I8GF+48WDTT2EMkOMJ67tyrv5tzr/KS55cwyMnL3zhC5fPyFhwQwo+6/W7co5+8IMfrBzztKRuBDJfeLv5Bc9/Xq1jUc7YXctb8Dfj879Z/vYDH8w5/cjyJfHjuc99bmI9rLeRzp5LTO97aHnHO99VfjH2bHCwzxPtV37RFy+3DnNzGNt5WT6aeN761rf2k+rEwJPwz/qsz6r185lZa9nUEB9rUGZzxZkUp/STPHAYuzqPObWOXm7LjmNLTdn2i7i+lF9pW8ujz5rgvAKD9sRERj3l4UsPO3lPn3+4kgOXa4Kufe3da31XG5teDPtiZJJ0xIBmgCTAIh89BtugTRLJk4cOdGgcyM5EmejpA22L8vSh68ekK3u0jp3Y5YN4H3j/+5Zf/dVfW37+5//vLGzvrZORxe3rv/7rl2/9p/+073zXtznqA6SZ+AdZoGOwIGd8Mwbt1eKXifu+979/+dEf/V+XN7/5T5f/7Bu+YfkX3/VdWQwerImNHrliIeDE/omf+InlL/7iL5ZnPOMZtfB9yRd+YT4g2ne0OcPqLac7+czNo48+uvzga39w+be52P3z7/hvlv/61f8sF8a8PZInUX/913+9fM/3fE8t/P/VN3/z8vznPa98ZiE4fe7S8vZcHF/zmtfUCV9PC+IDbwF9xVd8xfIj/8uPLJx0XDTIE/Pht37rt5af/Mn/vRZeFrJnZxFFlhy95KUvq5Oz7mqSU3JCcdzqQhi79JGBz9su73j725cf+7Efqwv55XwmBDtfkA3at33bty1f9VVfVYs2OFwQeZul3gqMn2/MwvqjP/qjtWD+h1/6ZXVhZzEjhyygZS+5JI+/93u/V76CzQGfTd23//NvX779O75jOQiNkWTB+/Vf//Xll37pl8o37lLZrLBofed3fufyX/yTf5KnRw/kMXkeYScOFtxf/ZVfWf6vn/u5euuPMfzkT/7k5au/+quXV7/61bXQ86SAMeVJi8X5u52rlZNgcCH4gR/4gbqAft3Xfd3y3/33/0PugC/G9zz+T87+5E/+ZHnta19bF9O+gJ6qecIC/I3f+I3LK3JRvpInd3z24YFcZA5zF92fjeH86EXIcw59ij7N2s/T8GTDOY4s7SlH39Jt1oK+q4NunOiox1OZepKxrhv4waaVZRB5Ti1lwZg26FPKj8gyF3nKwRg+/ugjy/+W+fTbv/3blUcuts95znOWr/3ar63c8FYlc4SLETzefoqlzPvHl5/92f9z+d3f/d266fje7/3e5fNe/tLa2PI0AF/YXPziL/7i8hu/8RuZQ2dqY8n4Mj94G5T58fJ/8Ir4z2dSrue4sfxx5iljxYX8+7//+8vmv/rJf1UXOjajP/RDP7Q8+znPzRPBPL2JDTYpv/ALv1BzkA0Pc/wLc+4n43mYejYbmo8svxwffu91ryubznXq7/7u716+LnGygeZJSj1ZyWesuFjP3JM78ssYXEncv/M7v1N+sKlhDNiose58wz/+x8vX/6dfn7c689QxhTHiSQxr5A/94A8u73r3u+ttLM4p1o3Pz+b/u/7Hf7F88Zd9eW60+oaAJx9veMMblh+MPDdM3/d937d8WuK+mXx5bQAb/z+em4Of+qmfWv7gD/6gNmj/84/8yPIlX/7llZODxFSf8WOuxd7jeTr6a7/2a1m3f7XGks8b8k7bnPMAAEAASURBVBbkA3nS/l9+0zct35r1zrfYHs+5/nM5Rxk7Chs314CP5ebvW771W5bv+q7vLhobHsbyl3/5V5Zf+Pmfrw0pc+FrvuZris848rbTG3PD9MM//D8VHvOQA/9f9apXLT/9Mz9DcmvMydk7swH78R//8eWvcvPmPMaHr/zK/3j5lm/5pmz0nlN5h3f2XG+iGR/mpeNW51Cu5PbL8Hjp8+fJ10/o5Bk9CjXrlEU8/bKG73mrLDxxoCnrNQ8aZnpbEz4mc9TqUO20qJ+mclcbG2zPIGgTiMFsefSlkUwL8iQIGvyZLNozyehAEweeB4Mz+eAiB19s/dOm+PRnqX6yzqNJTmxOvP/jX//M8tC/eagmPRP3rW99W06Yq8srX/kFy5d92ZfWpOZukg+urptpElTjJL6+amv6xwWJIb6Si/dHHn50eSxPNzi5+EQ8eiwOeHk2J9bDWbze8c531F0bsX04TxwqgroYJA8ns2jF8mGe7vAYlKcnH/rQR5Y//qM3ZcP0n2dRejAX7su5oL9u+dCHP5IFMYt/FuBzeXvqei543N3maX29RcPGiCdD3P3jD58tYLFmgeUtETZB9bmP0H72Z//18qac0MhxgXg4d40sLjy54S6Mt+94Cmb+iZ/DPhsa4iRvtFlAf//3fz8L6//Tb6HlIsw4v+51v19Yn/EZn5G7qSyCyQF65/MedGEd3JeNxEeXd2dhZRF6c+6IeSrzwhe+sHwjn70A9eNgNiwsOsSFP1yI4LO54S04H+GTA/D680n5PFV4XDS5CLJwkwvugPnA58U8yfp///zPl1/OxgY/WERZFHni99M//dN1Mf3mV/+30f/AbnN2Izic7ObFc4GYOPCPDSYXFZ424Dd2b+bJ2Z28pUBcvG2Hj2x+sIfP5PPD73xn+c0d+yu+8D/Io3TeFsldY3i1MckMOsWHaHPxsrjgOUb4QBs7FNYgaLPQx2/mAHLIW9Tvuu1I0xay5J63+jgf6vMNOxNg93kuLrU+aQ9MSsngT8XYd7R/+Id/uPzmb/7m8jd/81Dm0DNq3rzlLX9RY81TPQ7+UujChZx3GQzG91Iu3H/zN3+xvP3t76gcvj2bbeJzfGrOxt6ZvBXFnP/whz+2fMqnPLNuQPCDuYXs1Yzv1Sfy1DJviXBB57xh7jAnOI8ZN55mMKY8PWDsiOnWzat1E85fZpJNz0nGl00xbwlfy9Pe5VZvwj6Yuc744yMY5BM5bDA//FwOawPPdkmp42BMvYlc6gOsvO1FXBcvXgrO6VoP8PmRj308T4su1A0eH4BPkJXrK/Gfc4N1B9tg4vMH8uTn8cfywerEgb1aOxIZcTOfmdvIM3rErS/kkLGsHK6y8HtNPFE5hF+YscVcOnv2/soj5z39g3zImSfiYPtZFvTB4Smm+ccGvlCX/SQcHjcB/IEIT+74oDFzijWap6fYPp+PBzDtmC/1NnnOTc5PMBhjfKBP+0xuGh97JJ9Jih6freLG8AN5ssS6wo0POeCpNzl/zqc8a3n1t/2z5Vzy3jcj3kQc3XwQOzYqwPgMNrFR4FGgMQ+oyT0Ow6v+/8fbnUDtmlX1gX9rLmqgmAQFgRooUEoKJYwiyDzIEFoj0RjbSJaYNqZNd+JymZjV6QxmJWqnV2dyGeO0orbpaCKKigHnVonGCdQICEVVMRZVFkVVcWu61f/fPu//+556uWS1l+o+9z7fOWefPZ195uF53ugAv7j1myZeXHjgXPGEwYrfuPTq0XSULsiX1oR00lK7Vw1H/am705rYMGIVpWAzwN/Cq17hxeUrdLjbtHYS4DVI0/Eqb4MqeGENNw5vG97ymIT8Kc0WF2wqdNJtQ5rlO0r443e9Z/fIR37G7gusEKL3r7/113cfzqTgN37jN3df8JwvTIEY4PYX9NIxem07AqaeVTa/MumwjStQ2dEZXXLx+bsL04CmE3f2m0rtSEzDsMq77rr3ZfJxYiYPGiv9HAeMTcLXFrcLcMpIo7Rt+9CHPHj3exlofzNb8C996RfFtvfufv/tvx/sVRldKg6Lwaf0WVlxuonPFlaGl112+az0Da5WVmymM9MI8bL786Y3vSWDxcWzbWtb/e1vf3smOr85q1I7CyY7OmMXnmtzduDEPY6IDLYuB5pQWSG///0fydHTZbtnP/c5syPzxp/8qUxWfnt37Xuvzfb+46LuuhfkrYx5xTMXsD/8oRvSid6a1eTFY7db0rG2Pk2HGGOzjZX65VdcMTs8OhMDgTJ2vPO0pz99Bg10OjDlJb86BxMVR4VPetLnhP/tu8c//vHD30TIEYY7NiZU12Wn7CEPecjuuc997pStgVW+TJa/6nV/dfJuEufxpo1Xhslji+o7SPmjbiRhdKCHgYAedjZWe2DI3EMIH7gmQPSy8ifv2muvHXt+/V/7axlYL8idkPPW/RxvLaQMvVRzxuz6HbdJed3q0foLdu/MQVc706HTWTq7mhyiFWfv6XSj3mpba8Kgwp+b+z10NthYGNDbRdw773UUkQluzoZ0/GtwcZa/3nohy+SaHdxPOOxLQjyyyXfsZqLkQu9v/9ZvZ+C6MROIB82A/J73XDP19L3XXD8TF7sf0ZKZ14VSedrleO/975uBxuRc+RnYr7zy8rG9dkq/s865cPfKV75ydhT/S46tf/EXf2l2YBxBPfvZn5/dy+fG7hcGN3dTbv343Kdxj+/ivP1CPzxO5E02/nmBOxLTlm+/NZfh0y70A8nO1C/31cg1iGp/Pup2Rya46oN2ZrdJ+T/rWc8a26vXn5kd2dnRDBMTK29tOU5LCQ3f5HjKms3I4RxteSNrTTR3uyc/+clz300/8qHsHFvIvOpVrxpciyMLL2XvThxHF3UfzC6EI5u7c6y2BuFM1jPRUz+0EXJNcnxoU7jtYBilHMY+mRjIC74WPnDVGXVNusfk7d7YSh0B11997uc9bdoLvfRN+Ks7eNGbjhZgjvnsyGpDX/RFX5QjocvmmBkdfeh9a47RVBCwZatYMG9RTXrk2e2eBW7w6Wjn+mk5MqSL/HvLyYRGnU/Rxeo2mdZOsSsIcPQT73nPe3Y//oY37F72spfunvBZnzX3mO68O7trYxAqrD6Tr/7fk/5PeN6e4iePfaS3jYztB29NHtmM7hz6hsXRi/Mbb3gbr5xB2v/BiyO36YWxn9SRB2nPX/D+cqc1samCzaR4jafC1DjShaUpWI4hwVVI8KmMe7+48ITxRScMT5zvAVNInsLQTecYmHRy0FdP6VzT0OK5fQY3sJOpKOflwtd1175vJhr35Kbeq1756uzSPCXbsH9+d/11709H+Tvhtb4N4mhC8bsTY0a/deRVBv59CvMNllk5Z3TxquZ8W8GBf27P3OOCX85WveYdpN0173lvOijnyhekk705288fmQ7OAICvgeHjmZBdmEbLLidyke3CCy6eXZvfir4ve/lrpjN3XyRVKzQ6h+xepAMzkOhM7zUxMsDk3sbtt9+RxvXy3V//m984F9s0+jvTOZFlQLv4gZfMAO51Ug356quvniOsb/mWbxk5zo9ZQ72QR7ZBy239aXB7no5mDMRWu5dcct7s0PyD//Uf7t7wE2/I/aJfz12ea7Mi/kgmAw9Kh54VVl7nPHGbNybO3912y81ZNVt12U3yZseJ6SRa5q2L4gai1/y5r9r97W/6+jnak/ZlX/Zlu+e96JWZXH10XXROHVGn5LWO3l/5lV+5+3OvfV0Gng9Ox21yMfa46IFZ3Z2YVSp89e91r3vddOwme9df/75ZFX74/e/aPfRha5KoczWhm4lf9Kqu6gedPCaVLiYqUwPF7NYkPG0gMlQ5ZoWLji5f+IVfuPvzOdb8pm/6ptjkQ7lXlbqScjjjjBMZLHMkl/L12rBJBbctD3wKA28a3pwdh3WBdk24zjjz7N3v/vZ/yX2MX5vO+QUveOHk75683jtlHjo2Ugd+8Rd+OavSP8hu57N3n/uUp+7e8uaf2/1W7rBoW8997hdmIr8GchO+D2WS+tM/+cbdx267JXm6Y1a1JgvP/PzPn/rGLgb60WqvW/Xlm0ir4zr8G2/8k9xfuT0T5Sfs/ubf+KYca/zS7m//3rekfl2ye8cfvTNtzVHLGiTn1efsaJyRyZTJjLp48cUXje0tJl704hes/JhYpszuvvPmqTtnnHXB7t981z/PXZlfyyr7xO7pT3tmjmD+UdrXrbs7UhfPTh21EPLW4Z25nOsyr8XSvSetmrVIx/PZycjiJZUi96dS1plY61+0sexJZIcmNn2wOyPZgQkPF419R8bEQPmyiUmOI0vHLy7lqjecCZ6d0wckXR1xvLEtfzZTxvGGRt7sVKD//Nj8xS9+8e71r3/97oZZ2P3G1Dc06q5PFuA5O5jJk4ngN37jN+4em7tq4Cayt+b+m504enozkSxhkwz1OoDRk9zWZcqQbzLP95C5y0S8Oz3kg7HlGemD1U9xE5C/lWN9dWb6mPC3K61dmlBwr8jxcKaMqWc/OsfNJlovfelLd1/y2q8MPPLyurZ++cwz8+ZX6qZ+2ULWpWKvbp99dhYlsbnJ58k52lvjkl3fL/mSL9n9vb/39yaPbH/i9lwqDx53Z64EaBu9e8i+X/d1X7f7i3/xL06fyo6uKFyZBUoqw9iDLU7l1HOTVU6+5E9+2ZG92Jk9hTm22cb1cavcF/+x1Z4XeJ0wnoUJ41V4+eMH7uGkewaWNqO+DnxPrwc6ljJJn9Kf05rYVPlDyc3kIVxchhjSU7zDTEurwUpT3BoFvEYqDE5heJamYTSc+CGsdPwjnPA7K5X15D3ZBo5OVhu2EVUYK6FXvPIVu0f9zqN2n58V0Rn33rl7ULYQb0slVmHPTeXSIa9t/U8s1MoZYdVpX7jV70iP/YDjWxgqqoZhe1UHb1XgrYx3vOOP01jWa712LByHyMmqT5m0WPUl7sjmj/7rH+0+/MHrc2n2N3c3pqP2LQWvFHK1Ax1MkuwQrcZvIMzWa270e3vnoQ956NhQJ+oNEK/H2tW55BJvAKzjGWlWd8oBD5fm7Bw5ajs/28J2mLZ2aJmw1thApxTaVa6ZFIf2lpybX3XVVbOj8oxn3DU7QyczaJ5Mh2n17u0B+Ddmi/wD2fZWVjq79B27P373u6djIZM+nPLUoV6cvNKbI9ulx7s+/ifzPYp+HE0dQNf6aSLiPtWJEx8dO2kPOmmds4774gc9fMK2l+3+6NStMl/+8pdPJ++e0ANzFKKe0N1ujZ2HaHCkR/VpXSZbybbDGfsNena4wl9921fhsYP82WnSwVjB48MmjgU+4zMeGXlrlWhQK90Izx+8j8pk32bAPPRA4K0cb7ipKxfmGJPqP/mTP5mjtu9O2Tx+Lkq7h2UXzk6BXSKrfxO4n/qpN+6+7/t+MAPkV+8+J2X65je/effd3/09mSx+xRwHeSvEoHBhtvhdwP5X3/md2TW5LvXtguyc3Lh7+tOfuvvmb/7mWWmzBxm+5USvqT/RWX49Br+TmbAoA+XsKNlgaBdCXuh0ww3rcjeci3KvLQoPvt2bu07cOjs02huH57ve9c6pP+IGvNqGzg+4wKcF7EBZJBj4TmTSfeM+noEtx73qirIwcF14UcIpCztv6uvUpXzTpn2O3ZrzUr/Y+pxMFMIoNl/5JH/KImXf8qIfm5gkKP91CTqTv0xkLDy0q3kDaF+uq/yPF3fLfsN5LgKrV3R13292VGLjRz7ykbv3XbdepICvbQxdeMuDeOsa+B3pY8TZ/PzkDUw18geuOuphRxVJufSBW/suus0YkTpXGI2nvGOrLizbZh3rzG5RdMALnI2UN9/bXWeddWLaMn7KgO1O3HbTpFc+9ZY+zL50VS+EweXvnHwrStujP3vrY/Sl+l9x37Y5L23hruCLOxaCTxd39uhmp/VnfuZnpr90ZGyReXva0Bm5n8V1InqsV8ovdWKlLXsJLx3v65dmkPOH3Tn6ygO38nI8pg5w/2fl/7idbWUIsyec7RwBb2kjA3/fRhr7bXQLvLCtvNMNn9bEpgY4lVDKe1Sy4hVG8T7NfBtiaZo56cL8Po2Tu8UTh1N/KngixdnSDdL+DxpypXuqM9+H71SySy+7dM6LdTTeDjCT/5qv+Zq5S/Np88ZCtnKzJQxXp2F1iFc02ooa/Spnq2vzto4TjvNaOD5WH87SbTe7nEc/DUHDcHZ940037h4UXe5J5b83FUsnuWSlM07HdFc6Tir94R/+16yWfyVvhfxWdho+vnvQxTnH3x8/VLfRPXbR+VthiRuUH/jgR2SwziXM5O/MfADFB97MoOTbyswZvAZMP7stdj7+u6xWNJxLQv/Rmz+azvri6cTxrA1qpOZ3yiP66wh0CpyteR2m4x8XDeVbA/r4rTfNa813ZPYizlYmE+tsXT1cDc0Ke+sWbtZdoXHMRyb59BKms4mLEhTnpI9uDBknfP752RJPv0BPZ8Xc7KrkrQfn5Vaq9PmFX/iF3Qte9KLdX85K1x0Hb0Fd/KBMhm++cVb95Dna86VaZTtlMNyWXEEwq3lyj3RaN7pGT+n3ZMKrQ+k2uXsOBjjlh+901tPp2tHxKm+OgjIZDnMS9hKPvZbJVh+pM+mM1IuyW+e8/Na8okruNddcMzztcJhE6IC9LbOcepx6OPVzTcJchNdho70wkxZ1Ttl6O8yk78zsftBh2laYaHt/8Ad/OEcGjkO+MEcIs6Ufvrr8VVJ7cfHk2cccz82uhDIyuMqq/LChi8N2IG7JK/B2i5SDCRIcYbt+jhqvvfa68FqdNX3e+c53JX92Ky/OHMgCYA3KaM4994KpV2PS2EgdtAAhG61dDROL21IO8tU7GZOWSRen3MTVT7ZhlzvCcPqXwVBXV7EptVVn1kCqvNHJozzbuXFEpH+5I7bWb2hL8k9ftAkOPhp8gzqPdHE4ypMuaA3E9DNJ5vASV2b4t86Z6ON5Xt5U9M0kX3T2ern7ZOqb1+rx7oMHOBp5KF/wpdt9x4M0uqm10vHgpm4Khwc4G5jYP+Cih2Q3xXH+OjaVl8lkaMhSFrVb5YsPz/DBq3rQizxx4e6Wh+H8k29tTjvgxN3N0Y/fFZ6ziAm9D/Rx+Ky6s3C0U3yV3XxXJ1x9DPXuvBCiPIwxdbWLz1pUPzBhD1efzvhyxSk9WOmFOWmHrjj3LbNF2zR0LY+tnPLaytzK2IaLe7r+aU1sapxDoTK2rRzbzDWDcPpIV8HEVazyFd/iCzdemYe44uVbHD59wLfp5cWvg8OVh87VmfjTn/aMeb34j/7oHXmb4s05c33y7rU5irogZ+Mf+dAH5wNotlZxctk3tTedyFoNlmf50qEy+fK/dDmuVFZIs3WeylsfvQ76/e/7QAbtDyVP7hfYxXFL//a8Cn3d7oon5ux456KhTnt1tFYTZFppXfiAi2Y7/T/8xx/L9uZ1I9fXVX1N2JBwb7YGDZwRmie65Vjqtmzb89/667+xe9hDf2Q6NxO8Zz37GdMQ505JBqJHPOIRs03tNeS3vvU/737sR39szrIftt/p0hGem9c7TVbcXYqiR3Zgo2WD1TlNJ5Et9pZb64cz52uueW8mR5ekw7hpzq0vv/LxGVhy6Tf6s4m8Op7znJOdoRM5kjOIfPjDH5oOTQfTjl0HbbCRV/I9nB2vVQfWQNm0+tIMTr+TI7ZLHvjvZzLnbNwkRpot1lxP3j07d3V+7Md+bI5m3vjGN+6e+tSn7l79xV+e+vHx+eDbiRytROFMDHJcaLKTsGOh5pu84QcnfD1R7kjXiQckzwZ3Rxs6Sh25nQOduXsD+JhwmjB42IBNPXDPSXlkzA6f47agXraujpzYpW3ZlrfKPnUr/l3qcHTwYUTHNfTHW3k941nPoXJ2Wh6YSdWtyDLw0DWvXucDd9rUr/3ar6cDz/dEguiNPRMGR4omTT7//7GPhS5pdHUnyna9t/VMVu12zUXc6DBHD8GD66H/DNzRdyZUyiUZXT8yaHJ4dl4vflLeSvrWWUXPYJyPGbr8yhlQLr7kwt3tN3xkdgBrM2kup5sMPShHFlPv9n0MuS4fL7fa1apF+zam7mRF7zMB4D67QCef1H/7238/ZfPG7OLYZfOKuF3ZHN0k/+ylvp6hoLTVGdj4+FqAmVDFVtFdndbe7FJ4g8i9EbZrHVX/5WW+nh4b6atUraM6ZmieePrO1Am0+mblMhOETJymLiSvnQxYHEyd2cMM6CY9Jvd28R7+8E8bHZ/29KftHp4LsY4w5eTsfT2sbVvXWoZ8bupNlBr7xi/eMAkOOB585V5Hd7ti7uq9LcfAFhVeKbfz67V0b8uZjE2HNES06sMmgEuH476YvFUGa5c04aM+W/++rk5YXNHzmkz2vZ1FLxMVk3PlMzZIuvJqXbXz6A0vnxiAa/FBCe2Lre/Nh1qXSSi2+ofayKSx4dF6bxew2ovfp/DSFIcuYE1vX4DnoUNT3FP58OHgwVdG/PnJkix6OLv3YFykjn9//DmtiY1MnMptjdEMTSMIsnjTdX4NN51BPc3kln/l1UDSSl++4ujLrziFlUfhW154HPLRaehHPu/znpIdmtfv3Bm5Jbf6v+u7/vV0vH/+L/yF0cGXIVNiQz9vHGRiY5DY5qO8ya5+zW/1UqhkakBgzc8UdxqOTt5uyIe8yZSOzIrAyu72rCh18i942aqQ7jCkKw8fg9WyqQrlVWQdqsmHRuNYy0RjzqSnSpGpUwhh/utcDTg6Xh3Dm9/8lmTz7t1znvsFuytycfKKKy6fXRsruYflgpxzd7sTLr696WfflMnOw3d/NRdV1RSrRV/S/Hg6Gd9pYIPmm00aZifbyKvDWDaQTv+3vOXn542i5vtbv/Uf7Z6Qydzt+12JpfsZGYQ+OBdErXL9bMSdd1pZ3jL3Wh6dC5RdsbVTZl+O7PUsyExwpkyOG2/x6OOS4Y/mtU+/V+W1+cfngl9Y5NhjdbCPzKRCJ2b3Suf2bXk9Vf34otzrcbwQI8wkw4DsOTMwlzlb9mTVLsJkEgB2rKt476mtbxyZvHBw3v3ud8/kyvc/rAJtcfcipMHyzHSGYSCXQ9M/lav+4NPygrWOLlY7G50CMykgS2duQFMn3K368q/46tTBTK4zeWL3B2YxsO6SsPUZuUdwferjr059NpCz38U58nA097Hs8J19jg+9rbruyPQhD37IdPDKTt0ni47Vl/7CfcSnPWXCbpKzSnZvy8TsMsqD8nDv5LZcDPVVXl+dvjNtxfxBntxPIsek3nEB2SZuj770MuabwbEy3clZ5aOc1K3tkyPh1AHmNhGB52hCHn/4h//P1Kl/PwOxOx4mVpxyahm4S7blvfKt31sDuwXMojlnvuHyHd/xHZnU35DLuQ+ee1ZXXHHFuoSa8vHbdn5SQx9AIXzZYvHEJXbc7yjQtRMmryUbmB3hPTztqbrNsWraHNcJtDr3L/7Fv5iJ9RVXPG737d/xT3aPfPSjMhF39Ju+ZlNWW7l4rHzu2+QeD4yDO6HEHW0WF3z7qLd0+M5/9Z1zMd+441MRvq+lPKcvCD91dAqlZZVyw3PptO8TCY6jgj6RfZRvw3h7uPMzJkwfm3rqLqNX7ZWN3cGXvvzPRl6+ecPWGdTVB3TkqVM/mtfOHZ1rZ45NH55Fo9+buu1jNye+huvJ/zLF0FXXBT/ur5b+e3tRPK62atsurG287WnLawg3f6T1gV+Hh7xIAxevbpWbEiv6+IXfB3g/RI61+lMwa6a2/jYDMnSqB44M65ispFsRaoBmEl9uy1+4PKsqfA5PT41aOWDCW37w8akT1qA9xbUKG5pULhXU3YjXve51c8Ndw/7f/+k/3f3nXJL0gT4doo7ODNxv01RnDQW/8pSj5rOyq/e8KhxdDVI6KTykHfuhSNo1GSC9jkgnOwCOgKzG35WtcbTT0CJ38pQOU8+Mn92ecB1dDDpWMb4+2wY1eY08Oo+LfPdh7AZZhS+9U0mTRxfvrN58N4aOVkU6Bjf/v+qrvio7XE9Lp/qhfNPmX8/RnbN99LfmjoyvY9YGtU19cvGblXfw2slOXYldZ1s8OAYznSzdHIP4QBkcMJ2FyZ8Jlrch3PNx+VKnct11103WWkfoId/rhwBXXYMwdgp83L5+we2DxmSGfkGeTpxs2/xRfmBzByL2t8Pwmte8Zt760Gn9b6k3dnp8mA8fd08c1cwxZHjwydk6cTZa8lZYeuEJzeumJp13nVgfojP5YxOvNv/TyDTpIE+dMeGTx7mXNJOgTUcYvvCUw5GMdOLkc6wyE8/4yjKUc5SnE/7dfBjOgGeVTvb111+fXYHkLfp/PPdKTGj9QKq6A2bHB1+Xhv/gD96+v1Py8Uwu7NCkHeyLQLkbnE6c8Cp97kGkXtLPzpMV7sXZZTExUK7g20deTODtsAmzITw+XeXKb/O4YzE7E0mjVxRcfcm+PmkD2lonht6M8Rp/ZjTJw5rYyAub2h2Sv4ibB7wPHeyu0ZsjU5qyYzNlw9FPPqSBzT2Z0CkAMO108V99BXy8kjgTJjT6CAO3/OCNbtpI8Nh0tYP0xUfh1T/AG/tnMmqngB61m28k/dAP/uBMmvz0i90PvLVZZcSRwaHRVvVP7GEHnB3nGzrhyRblP2FxmUom4aPnL31WWvHAeiw3FHva3q0hn950Q3Nr3r6SZw+HnluLKLzBjvMvtbqwdd1YPrT0Wv30aoeOocljU47d4ehn5ZkvP2zk9f3JV9LZrbYF+7W8vfh3/+7f3X/T5ozdC1/4opwWfFY4rvtx00/IexTJ38mH+5djq7TB2qr5G2Xyh15swaenZ2wYRrUp+fgU3vCyw7JHceuXlzi6yRfl4kaHCa+yE4/kI3nKvny2/hDfD39Oa8dmlD6FcBmj5FT2hOvAGIETToS1jwzdjBUf/8ErIP4W1rStX/71m6aAGsZj+yjoxomiP5iByZml8Edzf8BHqHxozpd43Qu4KVutb/rZn50vkKJ3GdCAf8FFef02NLPyDg+VvxVmZIU/fPbhc9VNVbVLUNik7yuMPHk7yvayQdrgYSJh8PjA+9+/+0B0cnEN9fqVX5VsNQD5N/NncisvHZ6G9vDcybkx38TRwdMBLTnVq6suunqzxsel5OXiB160u+zSS0O33iygry+1mjC94pWvyltb7959NEchBtNv/7Zvj7yL5oIovV28dmmVPLzqKlOcvvMaauyzynLVHZNLMnxIyyRlGsaZflAzE5zQye/J2MikxpHGQ2Iju23vzADkQq8ORhkYJND6yjE9UhtX/iOPHgMLfFZxEuPA6Tt2SviB2cn6iry58MxnPiuy753v6eho8b8nOp44ke/qXHTJ7uLwee1rvyyD4Dt3v5Dv73i9+Hu/5/tyRPSZc79DeZ+bYxe7fu5qqAPqT/XgV/ZSZHU8dKk+0T71KXclzln2Up6OotQRg506YlA2EXCMY9Dzg6hrgM0Zfna03HuQj5ZL81k9yD6ySyYdjOZIap4Uow+geY3aGz7q2K0fu23ijgTpYTW/dmFuSX5zTyt2UZbqmO+umNzZdp9JkfynLhv8vX6uPlhoZE40F9DPzRGjyVHbteNUq16XUmuT2m1sFz19RM9gwx5k22Gip88anK/MAlcv1EgXw8No4vfmmOZDOW6+9daP5cL1I+YI473vvWbq0gfyrRmD+MgKnV0pk31u2U9b13mLHz/aqe13+bejeFH6DIP+V37lV+WTCk+eD1J6e87EXB7hqVe+Or4uiMoPTdcjrG37VsvZaWPK33PllVfO2zV2Jyy8Piv309xvMonzUx5nJo8uNp93Qe5ZcXmTaLWGFbXzqy7Tlw6Ood72tt9N2/r47H5c+phLd8945tPyFe385tz8VELym4zSxUTXxw0vu/zy3Vd/9V/aXXrpZQN73OOzU2LimN9NmoXYvh6TeFTX0pjZj2sZS+PAPVPOEUTfprERuHZYXH2XOvbNf+sb5yjOjjudHpD26+0kYhxJKuf5kdC0RxNq7XLVpeM2AcdP12z9zNKCFxjbhSZUIXavZ93jMZF63vOeN/2n+mbxO8fFd+YOVZTsJBCeumlswc9baPR++ctfuntwdu/8pp/PAhgDlg1CvLFTWmL0Pp6w1E61jX5027eDe+Sx8NqVzZvGpk0vr62PhjPOdWKI53LsEbf/MxPBlJfJTbxxQx/dyrP8Vuqn9jdS/vSOIocPpapg08BUrj4kMZy7GXdmIqBgFSoDloYhm8HC0HDw4OMHxwPGh7Mq44JVF2ng5TWM8qe06MtDGp3uyYp8LvxlJfXQT3v4lM0DH3zJ7u9/6z/cXXX1k3YfzITgh/MF0N992+9NQ9Wp+ZGyfSnOzsEU8FY3qdGlqwQTITrL72zjBheNCq4RmAgYgF1i9UXPG3JPxKpfhUf3whe+cHaQkpF0vLfPJOXcvJ3iFW2Dh+11vx48uyvBecqTr949/alPyVsm1+0enO+7PPvZ68OCeLFFP5TEtnjShS0MhN4oeP5LXjpfEn76M545nT5bcS0vuwTO5P/Hb/ifdi/KRVlx34Z5Y87Y1WNyvGnmhr+ywB/MUzdllrQwndUvveSNHu6LXP15n5v7KHmTIRM1v5m1y4B1b2Temt0bv7VyfS5Sv++DH8ikIhdm0+E+93lfOPqTZVLIp4tJjXo0ts8P2nlji4zqNbtGwdV1TocR/54MvOLeMrvl5luyen/C7oUvflXe0nrO7srHXTkXnE3aHJlc4HslOVrx+0GPf+Ln7P7B3//W3aPz0xI+zvZTP/WmfLgwX6d9wMWpO+fNWxR35p5QauHYxo+tjlyy84h7vFXkNXyV0XGXr1vTxUVkgzbdz8olazaTNzA7Vr5lYtUs3e4WuF/bPicDzEmTzJS3ybB6pr5k4TrftElojmQMRGdlC9xuSxpK7K0eJ3imN2zy6mzK5668cnzNe67NMc0tu+c97wXZfXnw7uabPjqwM852pydvJZ3IT2RccFHynBV+cpb5SOpo6vVHsop3vyuTs1szIfX7Sj53kAtHM3E6Oza0qwZkonBObEYBsudoJr4yVX4GYUckdkA8R993CoJBXbtiC3WcjW5IXfFxNJMUE19vNtrdMckxmHsj5cM3fDALmXxA7gHn5hj22Skv7ePk0FiBO0pSrw3UU79SLmefE33zxt6dd2nDa+KYFhCLelU/+cvrwym66Gd3I200E4PLL3/s7iUvfcno1brouz1nhv6eDHYXXsyOmdDlAqnfrcIXP9/MuiffRjEhm2PllL86gIcv4prMWhT4sri25g1Fb1hxdnPuyCvpd3qLK2Wkbnk5IELmDo77N9r02akvJ3JH6sILzt992sMeMn3J13/9/7D74i9+TWhi83y87rzcoTuZ/Cb7o9ttmTi4V/WSl7w4/cazd8/O8/CHPyzf8PGRwrVjxcZspv+d+htfm/aihLtTdsDaF5nU+V2n2fXLUdZ5majnym1UTR+SequejoUTTpVQRVLmuceUvu7zn/WMLEKevnvhC563u/zSxyS/H523V+eXs2N7CynlEBFx6ZtiT9/bkbe0/Hj5hEkecce3JpMnUxbpplIfCdOPhwOclE9/f01dc/z9kpe9LP3ts3cvesnLxlY+CsgG2py864fY4em5g/Rn8tHXu7wyTp/Y3e+MmdB4YqSIiuw0BuU136xJRvWpeLChR/nzlTcfb+PKtr+FX7vLtbCHQyPdUwdWXu2zI2ZgCz/tMQbUBrW9wY/cYBzpoz6xcxKnji39I1s/lyemvd/cseZ/CpYMd/jISA3KkFxxhJteg9WHI1zcMYiMxxV26G/T4B/GK+uQF7zK4nOlFyaHo70Vkg7wmmvePbfb/+SmP5kv6L761a/aXXbZZekgPzb3F1xS9daRFacZuS+EqrT4zo/ExTc5mME0MjVWHaIVrEt3KokKRZacoLXi0gnbtvUDnPdkMLozFdOlMh2Wy7o+jtWKqoOwC2NyorOaXaOEdfJ2aOxiPCaXW32ATNxFQhMFMpdcDWa9kol/GE9jwF8+Rk46E3n0BUyvp9olAF82OyNfZn737A74LZXX5nPrvc/iS62OEKz47g6Prb3ZuuWBj8HGJE5+TS7ocvHFPiaWiUfi5LHL3A9K2slcRFXX2FcDYje7at72Ab8mx1L4ss81OcYzUfR2Ah2kG+Qnv4kP39gDPllo3EmCp8xWJ7u2mX0vwi7YPfkcgF/v7ps/cF22PuOMtQJ7f35P5sO583NJXu3+si/78nSC65fG3/mOd+aV8nXR21sxdh3OyY6D+xQcnehW+ysjv5rM0d2q1H0Pk1YXRs/LJEnHZaVsNwId546Pb9nIkwud6+w++uWfyYJ7Fibl8MmTZztI5HlLa2Sxlc40Mmf7PzIM4iYr7HN+Jiu35IKr7/O4v3P11Z87F6lvyXGN+0W6LGPmlK+Jl+la9FEfHv3o/N5Qyk587XgdryxnYpJOUp7s2HB20ehklU3XGcyjv+/e4KEubR8wg/0aqNfkT/uaV7Cju7r5+q/5mjlC/aEf+qEZaHw+QD16QAZxv6v2kY/ckHLxbZuT80FOtmELv+mmHfuB2tWXZGBRJ02okg5PPdQedegGYHnxT9s/b//a862ZALD9+Q/w9pYfuF19gny6qzE/YKs+ZpLgCJQsvA3C+MFL5kfOdnCSd/USDT3HXsmXBRX9xl6xK5t6+QFfsHn2djTB0CbVR4Pw0/PRym/7tn+y+5f/6l/uXvVnXz2LF784Ta77HyYXqzdefw10Pk1hB8Pl8rCfiTT55Fl8oZV/9dejrvldOXecyNfu6DR1MXRoTTx9PPCuO9d9LnZatOuzGLPbl/pC76m7sZHF49pJyWQk9o/4sePJTERmty16qHMmYwbnSzIhMmFUV87K7tN5ef3RLpQdG+lGCZPONIVZKNixMRmxe+NDmyygjdL3YzmS499lZytwd4zkwQ/4solFrP7nqqueuHvFK1453yC78cYbdtfmZQm/RK9PtCjGY+yQ/NQvTP7ZcfK8x2O3qf+RybV8S7uFKY/DB+9T8Vx4q0zKcwTkj7SWV2HkLYdm34cFUD3mCH6fp9J8qv7qMf6UXI4VPSYEk6EaWoVtppsmztUXbpowd5gGVnn1GW/rtjzQ0wEOX6ct3M6+PrzyO6SPErO9fXtWbD/yI/8uX5H9rWn8Pjb1pV/62oGZLLzvffkk/lnnZ6V643QAtpa9cmtiMY09Dddk59asBN3At1r11oU0RwNTyVMhVWoVk5st2tgSjkHP7oTvlHwwK8v3Z2Vp8LBz480Qldjxzm3pNPy0wqMzWbHalUeDv7cq4NRePhZl98VFvuuuu3YmKGbNntUjpSGELi159KOLTl7l1kB0xjrpu+7O6jAraYME/v/1D38/H6H6+2Nvv6FFji/emmS4e+Foys7XCfcjDKr7utIybJndETkavC/3moDJh/w4WtGZd1CZ3YWkxVplET393MFNM4kzmPhQ3M///Ft254QXm9mxMfkz8M9RVHTQAcovfabjj3x1xqo9wOGuLIU5E4Lin8il7bPOumh3yUOiY+jwMAHz6Px+/Md/Ijsz/2HK5xu+4a/vnv/85+9+NG+L0dFRw425K2Vw92XcM7MCd5RmNYgPHTzCUx6R7ReL7WrQmZ10Br4h5PfMHN2swd8kbk1Q2EqdMglmS0cIvl2kHs7bbL4rk5VhO1l1hO53xI7KA73JRvWgC5zWT3l0BHt2Xm9+//vengnAR2YLXSeN1i6YydQ9kTE7YLGjwejM7MioTz6cePnlVwwNe9DVq9XKQdsw+Jyd3Rm6yFPEz+TAsQqYwaz1T3mD7SuxolpxOk/5rQGb/uxpMPeoXyZf2pMv0kozmGqz8n5LPvZIN3ATme/5nn8zOz4Ge0d86pQ3ftbnFDL5Cc15yV/d0mm1aTYZ+fGVtWfqTNraPWetAeSOHO+CF1e6kdPixi7belV+vak0dSDyLDAynKQsM/mJXdkRnQmj/ua8Bzww9dPdDrtDKdfoPpOVTDZ8l+qC7CCBH+t63KYcgYCrP2ged+WVuxdn92F+rDa83S9UP8gyyT2XuuE2dSc60ENZ02O0jP3xUZjSKhOPafeBOda0ozE/Lpx2z/ZnhP/HU3+1QmXGoTn3PJOPW1I/1nG6NDztivuMgLokPhe2Q3MkL5O9O7M4o/fJk1lMBMeCRPmoU3y0+mXOpCKCRrb+bsolOaWDPtrr68p+dA2tL8eb8Nqx0X+yh7biHh4dTdbWxxotwBxdrYWMHVX1CV/lqn45MraP4mvs+G/tNsrt/2zhY4PooZ9jC30F1/wv/RXDcRlIl+86uOoSfcE9R3zZI6UhPkdwYV9eYMLygKZwPpr/v9z9OrGhtAxxMlJjNLNgK4ODcoR3HLtvqHT8GmoLK3ZlSjt0W5lNr49OmJ4c3EkLzJazI47rr78ug9QbMkA8LFu6L0vlUunXD0mawVu1+3KpCu8Niouy0nO/w3avSmFVonNVublWfisn8jQelf/d73rXXLC1zemHz3TWtqDvzn2N9ZsiZ8zqURZ1DgZogwgeViIfzS/N+nVdv6RtZ+SMhGO16JDjtLwVcVt2Wh7z6EftHv5prxh+73//9anpjhtypJG8npHn7LstP6JkvI+nkzWBsTNhMnPTn9yYPK77On7Bdlafqafy402kN77xZ9NRnDUTJ18fNuHSSUgP8uihcz0zN/xrZ7ZuWfDPTjnYrdFJsBda9oZ/3XXXZKC8KR3l+jjhRRf5OQE7NfkV9uT1RMrq7W//vXTgd829BfdKTIBuuekj07led91182vKj87Ejp10pCfTcGfQ3ZcLeWTZvVJ26se50UvZ6uj49CTPPaubb/xAvi2UC7uh60QMjW3598W+b/m5N89x4ate9cqZXFnlnZWt63Oz+rMLoFPIWdIcJ/ldMnQcGWO3fZguJls35NP+6ok6Q858GDGrvtvzPZ+zMiCYdODpC7lWi2zljZiH5fjguuuuz+T3A8nznZnk3LZzcHpPdrzY14reL5A/SJmF99ggdiCjYXo17FjAxMOgde/JE/kJCx+NPJGJ/nW7H/iB758O3dtD73nPu1Onb5pO3hGCAdF3YqyA3SV4zGM+M8+jd7/8K/n5gbze7TtHZ2dxEMkRpi8xiBjATLST56zmdY0GJPBZ6WYi4bhk7WNL1cfQdunr20D0dgfHt3LQ2clU/z8Ye8C3s6Ker9/LYv9Fe8vHPjoXOclTHspBnWYXbdbAc9bZued19zrqAydc/Sg+PHUS7dSf1LnhnwFNfPULq19kH+UHBl8f4UdVtYdMmdM0V5ngTY/Biz0NjOeekwl70pWnvHhuyJG5+xrK5oGpJ/TSp2SGPHYYI+3txEZ18qEOqnNrErq+f2OBpr1YIBgw6e9oy2Tw7tk53O+uBq5PdRytblnY3B07XJL6pV87kUkt+rUIWHLVaceBN8amjvEekPypiwbn+Vpz/E608YbrzszdOf7SF7IFu8yYk3T20SZ7/Ko+Kgtt5pzz0necXL9Gfk9gBvBwn3KlB17yxtm9NTEyOVAPpLEjPGVEpgKdsg/+mekj785Oj50fdw/VLy86+AaZXavPSP/jGoZdHePHqpfZmYtdtP8rrrh87KZuv+Md78iHUf9k7p5dEFuaQCmXrVNuYPTi5L8OZtO35Qu/cX7D5b2N16Z4lq54K07G6ifG9uFdvOpRGXxph+nFuz/9ZY37gSNluSq+Vb6G+m+Jaaa3OKWr3wZXWXCbtqWrbL5KyG1hDbcyih854RTA2ensdIRPetLn5CJfLr1mgvCTP/kTmeT8x/kuig74qs95Yvhm8EwD+4Ef+IHdT+V7Jc/Kdu3X/pWv3X3aIz499w+yog4/PxFAlkuKs+LOIKkxaXwqw0//9E/vvutff3de235HYOdmJXtp+C6dNQo/8OhITEdPjxe96IW5kPbaXOZ7++7bv/3bZ9V97bXvnY7N+a6Jl1W8LVMfdrrppht3F2cicPKM83OR8Ias4myf535ELqyulU1WEjlTxt9KNtOQkS//JkQ/93NvyWXgP55O7vLLL9v9pa/+S7tHPuozcrH6lrncZnfmiU+8ci71enPCSsVrju5cOP7ymq/OfYaddNyp2vcpj5a9Ccf6JsuauPk2jLecrsuq+tv/ybftPhpdTG4uveyyWdmYKKwyjJ/G9d73XrPz1VqThpfmvsKLY6c3pUz+XV7NNrHRwV6Zsrg5naJBRMfdhqueeMS9Wu8XlWPs6bTbAUvT4dHXG0dvf1smUhlsX/mqV81vy+jobP+flzs2V199VX6f51EZ2G/d/dAP/+BUr3e884/mztDjH39lOvlMPLITcWa2wu8dm6/VqPqgk9rWUfIckfzsf/pP80vEH8m9FJOVJ+eXumdFlvH0rLNSaunkdTLqiO+sGESe8ITHz++cqVvqkCORC1MXZjcud2McY/mxUt8beWR+rPTv5NV1dhiZBuo4uvSZskpJOuKYo8VMiD+U+1/egHnsYx8zk//rr78u/N6Yic71s4vwwEz875pdF/eAfPk3x635iOEFF12we8bTn7H7vh/43hl0THhSNUb2TPryPaATub+hDSjnX/6lX5odFrs2D3vYQ+cehgFmTYCmdg0tndUH9Uz5mPecn50JdVfdeGfK4Z/9s/9j7snYlfHDsFc98bNzNJDJcPSy+3fuuRdPnVGXXWr2RpmdSEfA3/u93zuTqre97W2757/gRbMCJ125uQvBRspRfeCEtXXO4GyXTUbZuTssfhZi/QbUetMQrUXROfnplLty+R3e+dnBwptDi6ej1bMD0l/0iMTE9e1vf9vunyePbE2WD2bOj3zGLnbO8J9d45k8rsGtda4y1K0Z9KM/3GkH0d8OknZgQiE/dm60Dfej7gpffMTf85737P7xP/7Hk39H03/l675u95hLH7c7O7sc+kF26QTh5gzgP/7jP57PRfzytJlX536QO0LeHJwyDO7IS/5NUL7/+79/9+//r3+XiVVe7Hj96+d43cRjHGPEwXtfdtq8GWiSQ+fX5E3FF7/4pQoid+VunsnKWcmHXRT5nuPF8GFbNprL5OEl7+6j3Rue+JjcTZ8eHHnl2sfbxfHjwifT/t72e7+7+1/+zrcM/mc/8Ym7//lv/I0pJ3etTPbd5bEoM/m8K/cjvepvUeLel4WyCQ55LnK3XY6wzR/2Zkv6t+yqGzRpTRdvOfPxLkycKw9xMjn8ODC7TKt93hcXHTlc/Yls/qAv/w34fg+e1sTmVIpV4WYIjgecA2+4fnNT2kO+pS+v8i5d08W3PIUVRGVu8Rquj7Zh+NNt5I+t0AdkO/GpT/kzuy/IBbxf+qVf3v38W96SicK69HV1tq5fnE7Nx/Buyhshv/orv7L7xZ//layeP7Z7dVbon/6oSzOAZCs2FdIuhIajEp0Zm2jMHo3F662OTX4135f5jEc+at60sS0O1wU6v03i7oy3Tnzrwy/n+tG2F77kNbtPz6fxfYnXfQgNwQU/RxsGLbzJ0PHc/NHV2aYaT0dl50SjtWthNQj/zDT0tSNjW3+tTtlF5+CbJHTUgF1a9gvWKjd70dMn1r059W//7b+dCc273/3uselll106P5JnIHXcNfpkoFE+LS8yav8wHRmOXewe6Ngc+Xkl+Ccy8Nq5elQG31fnHPpSv+x9x627c3U2ycvNuQN1bd46ui0TifNig+c95zm75z3/lbtroosyMEC9653vnB+37EXpCB57yAN78GegyYoLT3p5e4SNrFylg8Flk1/4hV9OZ3vu7olXXTX5YR8dohXZE57wWTNo/8zP/Mx8Hl2nq3O97LLL1k8B7CczLgOa6km7y4XFOLZh23YmYMK+V+SDdp+W7wZ9wRfkd5ZyOZjzu2AGFPcS1kC0JmA6RQPSQx7y0Nj17KlDVq5s66LjXN6LrHdlF+gNb3jD3IvyI5lWtdzkP3q0HbVd0UWdOzurSLa1sjRx9MOB3/AN35C7Z/9hfpVd2Xn8EKAdrwfk+Mjk/q7U47vyWzu3ZUHw+ByLPuvpz8yO3xuzy5mJWXYfHL/Y5TwjbcsFaTt5Xi82QTVYemPIG29sLY8mE+qY8qkLh9jV7kf4ZLfDRF67+ZVf+b8zOXlrfrT1TTOIGSyfkjY+3zbJYKT9K6tU1xyj/s7UR+X92Z/92fPbYuSpx+qDfFsQ0NVOhvsw6pQ2TRd4bKUNceqH3vBsO2v78gWz46J+egPTbxCBebRdeXMUlxqQPmQNCvQxsJrg+dCecrx7Fj3rCINdpP2nTISVtzpggWFi0y8/zy5E+Ju81ClfZX7kUke7E2DA95B7SQbemXwnD+LqABlRdo5N6MexwVvf+tbsHH0k9vusXL5+bi4fr6MWdwblj33IlX9fk2bXj340v+cVe7OruufnUvjyBBf/X82r0Tfc4BL/Y3OJ+YuHD5y2U/ajI77aoDh+Vz/p6t3ZL8/gm53jM9WX5Ndiij1af9hAvvDrZGlsE7lw8JJfbU2Ya1vRz6tzFoh2Nh3H0zUicvdwHS2TNQvI8FP2eEw/n7xpe3YxHYHq0z361yBNHaPHqVzLbes3LB+j/75sC+c3XJ7lX3hxtvCmLb7KcI3z6lLxpMHbyiWjsMr7/8o/rYlNld8qVQO0oFXYGqCZ22a2tPAKBzsVb/A2AGGuPD9ZuOkaQcPVR4UEoyu/z/BS+IGpfH776eoMHn/7m//W7orLfySXB39jGs7jHve4+UaJtLsyyFvpfskXf0m2PfNK7bOemTdhnpgPjK2fpvcdFxc/3VFR6ZtfOugkdUK+B+GNiCde9aTda7/0S/PhuSfnw3M3TaejcZ5Ih68zN+ExAJJ/4vY/mdd4fSflQ/kasaMfr5s6fjlDZxE6+fqc0Dz6MY+dxnHHxz82r67brfiMfE7eZUBbui4Wn3HORWlc6/jFj7OR9/jHP34uTFux0ldj/6wM2L4No9Fq3LanL8oA95e/5vWzhWonQ0eO3sXVL/8LXzENHQy+XxLf2ps9ahOrAx3HrVn9W9H5DowB0Srm/R/40AwUOuf/Pj9A+ZjHXh4br59UMPDZur788svnLP4Rn/6I3eUZMD8eG1126aWx7Uung+sAc3GOqdQFdjjr/AuHDl93XvwKsqM46xPl1Tph183O1Odml0Q+mgcd36WRoUNlIx2UzurRl12++5qv/drpXN/3vvfNAG/wlCc/r+Dc/vwMfO4fuJ9A1uooVn1sfW/bUA/8BMArX/mKvDnxlN2rUu6XX3FFFM0uUcqLXDaz/f+0pz11Vn3wTWoMau7AWAmOjaNnpMxxUrqamayamDhC9GkDx0xWypP36EmH6iHf3vwydJ2b3QC6O/Z7/vOfn4HzmVNW3sR5TiaWLqizsbzOQJ7Js4vSV+auxitf8Yq8Jv/Ywf+ivLVjxX5F8mMXzaJC+zORVY+ueuJVu0d/5qOnzC6NrX3ozJs+2rb2Y2UsHz22bDsf/VNP78xE6p6TZ++e/HnPzK7LF+8uyk7ke665ZspRmRgY/0x2ZPyAqnyykUH04Q9/xNEvZKsf3mLTzvx4qjs2cwRyngHOajsTktCxjbsofqJBmamTD7ggF73zm1Nsh7+dlbOjF/vga5D3IbYL8zbZE55wZfTK20fJN1nWv9qX4w33meir3ZLt/pQ8O3I8P3rYYcXTpyBMqsh3P02duOyyy0a+uxrnJ34yui59DDYHE5rIlGZnBz/y2EQ9uij1QzuSX3dhLCz0bS5EmyzTa+pR61rKXz/HDnZtzstOxR23r4mxOqFNsYF7cCYh9NYHjL7Rg1yLNXcGTeS1MTA6oJG3mYjq86Jz6wS+dtnYYN4g3NNcccXlsxPmgrKysLjzkoc6T6Z6i++lqWfaproIj074a/t2ktlY37SOtrODFX3gkWci8pR5u8mdwRyTRXf0bIkH/fUX4MrQb8dpn+zDfs997vOyM33z9EfqMlpHYewsjkedeOvFx9qOAABAAElEQVR74fXhFL8+mL5FnL5w29cIH9KyJ1c4v7z4+T9uYHt+QMOLnJX8CX/L7xMS7ifAGR+/665PJvuUIn4/l0GvfuJjJ3MQqmAzuzXaloH0GrJ0pREXPvTBilODFqdxfvkKF06Pui2fbdhAYKXFlRbdVKT4KqlKmMQ5YtBJ3Jq3PcyqTTDcpm/JdqKi4qPBg6Pb2CThVkzw6iFNAxE3UIy8fXrzIg0/DR9M5dehg6O10rVLoZF2BSatOpnArVWB3ZxVkcm9+WO3TJzOtsF1kuDc8A1vbquH/DjKwk+lJ0cYnI4GBJ0OHfGlJwcPnzSlifdP4Xz0cDwcXwdAFzyVB56eGSg38tEqm7vvXquhB0THlsOs6oOLXkcIbhcmSk2H4S4DGfIwu2SxpR/AZEv2kE8PHHLAPFu7CoNNHsNntq6TB6tcO23zdkVwdGRqOlzym1f5ZQPwrU3Kjx1MLDkTMHoaXMC9jSJv6OSVTPooAxMex1LqzkUXXTz3wUy8DK7s0HLrgIGuepBd+dWzaXyOvrWJOHp86cApf3H4ZGR6PzpLA/eAy5sBqrsc8sOG8vix1NOTGXxnFRydlO3sxCS8XHRxxDnx5Vd3cqk6aUm3u0A3dgIz2SNrVtCZeC26tIOUtwljy1Q+pNHVoz7S1a9ut83Rxe6nO2/4c/LkW07z9lnqDn1Gl6Rt9fA7bOfn7sft+eVuExU4Jjjs4yjGK+aazjq2sIOzfoOoesFxDGl3h35c65K8rTe01kRdmXu8JsyCLUs+Gm7ZbbVJeRWXX0/rOrzyEm5dUNfUiabJi7C8mLja7WNfbdDEGH9OG4OrPCpLXFu3y3xrjtjIaL7oUb7aNdd0PLUNevsMAzx8Wx+HL9554HDwq0vrYu2AnpMvZdv+YrWx/SXj8MHPQlQ98/ZkJAx/cDzgt43h5cI3XtLJ9BkLbYGM4oNPXqO/Xa7tThc69mk5Vt+tjxYeGJ9jJ2F55q82cNz/V8f28WhGh8jCJzUEaGiHN77geVb6Ji2wlhl+XO1ZfcDQve0Pr9tdtd+JBjtdd1oTmydfdekoUUM1I1WCspPZfSabKRWbE+dKv8VtRgvjFwa/z2F6DTWM86cytnilrWw0Wx2KC6ag+fh4pHm2ThyP4vBPpUf5Ng0e3uJNS86mqlQfacLFo4+G0Dg69yUQnXfm6rDKV+VphdRBVG6Ip3O0zS58F/q4++gROFplRWZ5wptvSWio+WcFoYElA0d5gEM/ro1AGGxu5rPj0Efm3pa1GV8j2zZCejRdh8TVXvy6ra0M2HsVBlda7YFGvvjDNw1+O9kcfiGe9D1/x1Zw5cFTuWCceJ/afOy5Eu9D1w6oeOjK81R8m1Y5ZMLDX10Qnw4p+XCnBH5deYuzq8HW5BW+gc8gaNJT+1S+OD59Cq9fncqfv02TjkdtJuzh6GxiI80D3p2qkRdY6zg4XSdHqQd3560VFlfnHCtF7Dh0cyE2mEuX48F26bHKT7i6spWBtceph3nCeAtrHIx+yo9u7fybToaHax7htE7PEXD05+iCD4cGv5Rs9FrtWvqe1ZSfPLvXp35LowsZR3na74SSVYcvPHeuTG7qwCIsbTDyssPElWdxxLnmY2gSx7916KgM93mEv+Stdlvd6pcHv/zRNJ09yhOcKz9h97MCGFh51d7Sy6d2AZvwyu5MANCVVrpw6cSF0YCXt7B8i9Ox5QaXAxcevvzgZJ59VD+qDx5wSg9eers3YZQjxbVYLLy6aQfqLPrqB6fpeAuXJ7w+0jhxOHXC+gZw/aJ8CHPN01ZWZcABx6ry582xvd1W2pIjHb5HvssffCujsn/vD669XyY2n9JRFOUODSnzlNy6Kg2/roXbDNYYMl68Zrw0W790xd8arDD45VW/MPJ08J9YWMvg9JvBe++XbvImH/RUEZJet813kuNWJaFP9QMlWxx+H5MUW9KLx6oM1RkufZpnPphJwqiilzKwHfAenCBYGc1MHw2CPPPNm5SVD9xphFtXmxxWRPzyfyY4K2/HeuLbulD9Kh980kLsrkQnRE2vP507/eJGz70v3euPOvXyku7M3MTE8RucNVlS95Y8MBMi+eHKE48p+/hhPHBlKXNMMWUvbeO2tPiZME5HE5ym1ZdePdUhetl9iMJzdFm29Ns69Mq/fJoGD4x9OLrPJBAsu1fcybuOJz2rDq2JROkW72M7uEfVuoe/p7Lhbsu+8BGUP9QOyugE18PZreAMpFt66ZVhUqG81j2DXB4NM8cYGJLjLtBM2MNnaPDOg/UZZuTieyd97NwdjbSDNek5lge1+sGf+ODJ/5JB7tbh2TzKR/OPjzA+HQjgNq+jb9K2+IXxtUM8qk/bWeNatP/o5cMOKt7S2S1DZcKeVR/wXLru2yW8yECPkXTO71/NpHrS1+AytCZ4e53EqweaxsGaZ+G2JX7hcIuPlius8NIWDqe8E1hh/j6/0jn6cfR38Xs+TTGQYx3h1E741zVMznGtWalbPYTlpXmCjx8nzBW/OGSCNX2Q8ge2dqCvKo+Fu/JCjnjpa0PfTfOhwDvStvUtbet4VDYZW3nC0vASbrw4hTVeuYWTXX0OZYhzW3jD9Qdhj4Nn4eXfeP3qga74h2Hx+8Od1sSGYIrVoOKUr7KFt9C26cLwmibsaYORXrc1CBxu6zdc/Mb51UG4cfxakMUVry5o6gxadii8daC23puVjcHE3QPfc7GN602fVmS4BjD1wWBGXeGtI7+OTDqAqLw6LjQebtKGj0a2frHXluTSVcNYeQmXDBKOsiJvr//wNmFJA7MyB++rsvjPFnTkz88v5M6DTFi9cW24a+W8GkzVptqUSUhm0kdeGLIbeH3yPZx8DO+81kxJeLV9fXTwDRZN54PxPS5RyrNwnUllJ59hPt+/WZObyEzHC7P0ZHnEqydfPsG3ssC3+MJ1DcOZCWP4Na+LDuZIHp/t/R4RuVZlBqxtHmBjX77VA5wrvHqCqS/gOvuRGXnznZMU5LZDrV5rkFxvfJHNRnZEhj68DvUR94yMTd5Xvmggfdl24ei0i7+FH9scm8lbOnCTal9MnrxhNPnBVV1hu+Q7cL8FJn++ZeSrs7msc6Qr2uo5k5m0R6y26q7yULbssvKkPQQrDznVb8FGH1oME5PfdZyMT9sFX3oHnIUbVnHTjve4aOrAOb5BC015CsuHNOGUTOIGavotncl0D6Y4wyx/Bh9NHjsyzW/p5gvObJp6cma+2swOjqxGN+UhjfyRGyoG3LuWP1r8ucqTtnRaO1jVn7+lI0e8buQe8JGn0mzpK4t8/QLn/tJWF/joOXhceWz947q5bFEepcGjfIbJnk/zXr35aAsnA6zpR2lKcY71k/fgjPVSr03KLCS97eZbUuiUiTLw22veNDy21poIrX549TGte1sdm8/qQLfF97j/hV+8hpuH6ly4OFzpLRtx8Mqov9rVcT3Hg4NbV7lbv7JPhVu6T9U/rYkNJetqCP7WGMI1CNxmtrA2jMLrw90aQRivwvlw+xQuXrqmFVaaLa7CMSs+lZGl+a7A0KfimbQMD1+TSIUdmgB86p4l4KmcBoq7dfADQ7Fc87zVDw8PWVN5w8k5/Mqv/C1aPv4aiook3s5p+OKDTqOJ5OKPTjFbFg6jI1qOzGkgyfvJnOWjitD9ZKw2BDqusGSPLaaCL35oRthSc9IF8e5qY+xEobj5m7zOr19Hh7qtbcjgwOoalOKScPr34WXCMN/5yQDQnYIYczppcuFGmXQYycfozTaLPx1b/8hRBu3Y4Ix94jfP1YVPNw8aT3Ul0wM2uymRsXgt2Ew4Ip5t4GwdPKrpgDl88AWvDDBOXLg29hE1r406z1eU6hL5cNzb6ICOF4T1nZTkP/gucg//4bzyJtgObdHsE+MZXKPB6Ipd05sfPth6pB/nA0wW8nfeCvI5fNxGK3WNLnvbjv1TX9nAHtP8jEPylui4GQzCjH/PPepm5Ca+6uxCarnwl+2U27L70n3ptu5kdfCmzXL0ZePyAQVrvPUFjqc2Y4Paobh7llOvaqvCynfqY9RbfNQrz+pTpZmGrCO343ICn3ogQ2OcsdaU+eK/JjtLV3ZRh9SBeHmmTAKjZ3VtmD86Dd+Fu3iuv81n6fCqa5jdl+1Xna79ap/G+aUpv+pRenp3gnKIU7mFi5enRVUoR4/CpJc/+4HbBe0koun80tAZTeP0Et7KhB/ATMJnPDBZTVytE1e/l7PISb8Qk61xI36QfODVm4DuzNXVhvzK2soV5qrb1gcvbutd00uDb/MmTZmXhr8N2x1vHtTPk8kAmvKCy/HZdcsXXmWXZmvD0g6D++HPaU1saiSKcZTaPocZgAO2pSt+0/jclnZr9Ga8RmkcjTB408qj/BovzpaWTqUnrzgdZHzEjZPm8ebD0avAe/xBUKj+m0D4/Zop49UQ8OS2ejTOrz71i1+97LCcdd7x1i/4wl18rb59t/7etI5WJnyt+sRrdzC8J89ZIchPIpkMpJFKjFsDoRWM5rgq+uCvDA2ttwVmR8Rq6UiXIT/KS+Xw+5Axk8G9PRbFfe1SXGmLB9sv+0+e6SEPEEzm8vFAei7c1WnPIBeieTsseaPj1uGjAevM5G3RDsexybF9lw5ol70TV1/C+1SdfusP20kXR1f7b8N4knvEd2+nwtFudevRh84XHH9OHnxCYGTs+020S5dVD8mo7NEpddSOZBQYHZBVj8qk26FjRp1ZCPfPwkC7zQsdl8zF38A6/EN6Vu6QDH5q3Bq89zpEXhcHg0s+galrbtqYoE+VHJF0kMy+KbfJ34BAJ1B9+Gtgh7ZkG+y6iJDfwkev4JeWzaUXp3AC2H/KOLxCMfaGV9uvPLDUsR3hKy9pc6cifMpTG74rx4mx8KSnxkvNs3dsF/pOzlJzJqE61+b41Y0OifCn3Pf5L87AZrJaimMfTR/Q0ggrJ8eJtUv5SzPwOWaUNvZJXRx44lx54kd+YcJg0jlhDz6Dm4kAfpXJ5+BLP6pjgU09Chz+6KYG7XlveTYMZzs5Hcb5I91T3Y502esNb2y41wEf2nv0E/OEPkjhs+D09E0qfQi8yYXduUQcGaqbd+9pk3wfe4hXp23+t3jCHLytbZoPsKYXB6x2ncQ9vXDz3nzqa7a2Ln59vODWVd+tLGnVTRh+bSt+f7jTmthUST7XTFN2q3CVrV+DtJNG24zD4dBz5dlMN734xYMrvE0Xb3rxq2vj6KaSRS5cOmkIhTv+GU2S1t0OaSprZfHRDk/6q0wa06ZghyG6pOHP38oFa6O6K69L6nA1j+ZheOseM4gPXWbKKr/0abgpAt+yiATiR2c01ZH9Knd47dNmq59yyeTIEgzP5TTmyc7AWhboheuUPnt4g6h98MzoA4PbPNSvjuiPZS1u4vSkd/WUcvb+2x3ejimf6mAnydsx3JaGIUY3A2qOwITLF+7kJ/koDb7KQJyDC2fwkla5fNv2tQC8LV9hTl2CyzW9PNoGCl91C+6qR6WrbsMkf+zC4MuVh7hPt0eLIzny4biDYwV1iV05d1f8yCEZXZ3ObtemrNSH2RaLV53rG1Th0727Qk1D13q57LvkML68DF5sql3lFwQCPtbZQDT2ju7C08ZSdlMaiRv05WUmQtFrrRSXvaadpkDUhZGT8MiXc7wiW76rW8iHFxsGYV6RHzp8kz9CtTUTfJMQaR429BzlF6M4vKdd7su+dYY/tMNr1Qtx5TMLg6SbXKrX3LnT7kelyNEt02Ed08xkaPIVI0/5oLBjmYntHIevMsZf+uze7vVmN3nnRp/AW0/5ydXiORjH/a4ymMXLno9keZ/8xQ40RL+1BzuoV5281RYth+Jv2znY6D38tbn7tgNy8Zl+sfVY2cWhm7Sks6u+h97NZ9tJimAcPbim8+mL1h049cykrHz5Y6PIJUeYE25aedYO4Ef00dPRE90zKGShtdpfeuR8/TwWBAvO2GXyqCwC2x9JsdNW1uQxOlSPyoQjr0dyowMnXr96lYZf/EHa4EvjyPGUT+WMvsFx56k40jh+eVdm/UHInyMd9uHRI/yWdYv1qfmnNbEhssoJN+PNEBjXeDMmXgMUxlco4J4aqvwL58MFr2ucz7UQ4HJbHo2XP5p2VNJaMYqX2jgTFB1tGI1sH0GblW7ituWqE/GzwwM+A8exTfDbuq0NwMnlwM/JBdnpWPPHgKSD0inB0QDt3Ij7N3aw2opwudUnCy9LpILhEJ7Dh4ISmphgEpKuwa288QHlKxkLap5UauAhj4DuYknF2+5Lj+lI7m4M/LEb6XuZ0unCZtsyUA6H5QgH/6bxZc/3KCh0d3RpGfvNF6+P6hDCftFE1tCSOXmQt9XowLkpx/jqQF156kDGvkmoHsWJ8kcNUBqa8jzCoUieJWrJtovTnRz4a/Ba+lZGdzCUN1jhWzlsVz3hTacZ48AZF4+duXVva4XJdM/CrwIPj5TvGshXWaJRVuqcSS/lhcP4Pk9yNXhTF5N3uozsoOI3d7mGPgoQPSyGeyr7kqUs0fjuEpQ92gRU6XSlu5P7AQ6D9evLVNLJ0qADaga0DBpdeBwtKCJz5E6eUkbJN3mTn0k6rnNpsOG59ELj0b4Cnbwc5S33O+SNXbgZaLVF+UgdikbDBy+vF987emUCkDyezDP3wdSd7DDSw++hoWVHPO/2ZWa2Z8/J32gwss5yP43MvYzkaOIwjiYteE55BU+7DG9OWdNpZMZXEpO/ffjeFPqUDl2Sj7lvk7RERq+xG/r9Y9Jix2HyvZcBZ+okHiYJeciVF3R1q96aTKxdKwW+JjL0TF6m6zHppvPUkqjRslvtZya97JiHOzMLH0c39FFqJ8Oj+U00EpYNBjl/pNU2YMJjoz1C07Qt+aBz87D039DsbYK0afzhKd94x5sXTKKI/pG+U87KUIanDsWDFxz9kvtSkxT66otn+wUy2m9VN7pKLz6dhJsO34NPYcUvP3C26IS+eQIvrjC48jEmcXiC8T35Q/jqR/bpWzz365YLfvId5KmD4bCHf+reaU1sZKIZaaYnQ9Fna/zCliEmB0NX2qrf+JFhmhAff095Cdc13LT62/QtT/hkcVta4ancGznVSSHNSmBwoktomX86AGnllQqqgGauoTYP5rEcMrYVIQhHeTrSO2QTDlOdDRbT6fRv5G1x6awxb6uDhs/RGe7kN2HyR3ewPR+riYCnoRmu4cObyQAmExfY00sLbGur6jP89+kDG91JnGwse8tScA6fQYKXNI6/5QvmrSidpoY/WQzqdGYpz8krpFiiPCa6iePXRxo8DZ195GebJ+Hiwjt8pOlIwNE3veFFr6EvLaSDce1c8NjSSys9eOPVY4svzBWv8QVU9kvW1KE93oRDVj2O6Pd5CLOpH3jCJeGe8tnLm04oCeR5u61yYaO2GzSEoR1Y2kFxOuiKj34GX0rEyW3r7QCCA2/tKobzng/b0X9drKXH4j+41SF0GNYGR/mZCREtl21ruyV8pB79MTEYPArulYS/Jvqr3Ojk152jROph8pLJh75Ph+Ai6OCeE9zUD4uFe/d1TR8wgzY949RhGnVCaKvf8erIi/0TXfzh7cumOqGX96UbuiDDjzwPG/DZbWj3Mhvmd8DC66huBI92w28vQ7r4PCkDP39S2eiKy6/8gW1kjk7BBZoySwBs0RzXFeVqogNPWvknOHRoOHCPXQ/9Mdw+1Q2eMDe4e7ytfGnKC21xm76VD1b+fO4QH2xw9nV2iR5rZoct/NPnmvDps3zVfFpq4HTjtvy2srb6FGeb3n6lfGojOPDF68MpXmW2HIpfeZUFv2mjaGoIWNPLZ1l6MjIyK+uIX+icHq8JNVvJ87LZstXi/qn+Pa2JTY1Yw1Jia6gZaDYFX6PWMDJ5aMjyKi6ehQkfOmlc/UO64h/yEK98jbp6HBk+usEpvA1/pSuEfQXZl4LO19sx1QVew/XBqmf9bVrD1a08pncJO7o0f8Xhs7nhwZbxNJGNHjNQRO5otq88ayJgJ2rfuPSC4S8+A08UKd8jHfYwOhYGx7N1W1jx1FhwcY/wtp4UvvWLs6WTd3Wu/MKIopNvtOWZYOy0OnH0Hg5OXcu1MLSHeHDIGrfnURwwtIOTcOFgfcBKXjnFV58O6atDcUbunjeYBx03dtiniReO55K79G645VrdWtZk1m6UNaBu9ZK2jZOVEXbsDs7FwlNvKmvw9+0DrG7CIZF+hNvE+MMtad0NVS23ExM0PYYrWW3WV6jp1rxOnc4f8kamGRn5/mzc6BvbVidJR2HqI9vnVRlI8xyV0z4/peMTYdI7chOtncX7DBraBPBrfB84ojnSZY83uLKwSAZ9W04Nr/YdeZnMmTD1aGgI9n+2vGtLMHmrnvVHbujE9TWFY1Va4dIK19VW5VF44/w+0oT1sSaNIycwZTx5S9s2SQQf3Bii8udzCgNdfxafhUcH8eqy1b+wtiPU0rWz8t7qJ23LS5iDy215qwzi3LQVf4N+9EZg0o6uBAzW+lOeBTVOJ2HPVjd49G9aZTbf0qsXHGFpfHSlhdf00gQgeEQvDEfeyqMwOo2cPU55VTYfbGwlnH+LdryKWpFP8e9pTWyOMhDlKMs1k42DLQMIrYJvGvj2AZ/MBg8fT2nrF7blUbrqQ07Ty28rR3r5b3HB6uDjsaWrDuDl33STuG268JYfvtVFxSxvsMLRgDeP1UW88oSbXh7iGQFWBQl9kKfjiUKzUixt+Q+d4pIe+RbYKih4dSsN3dB56hov7lCTG1c8PtryaVrj0kbvoVrlJd504MoWBvdseRZWWZUNn5MOtsUjo3wLn231va7N0+gS3Mk1HuFXXvzD8BZWHbubM8rs9alOVuxknIpP6WuP8q7e4BxeHHhpxOHXNbxNH7qglG9x6pe2fnWuPiGcpMo3kSgvCeDFBd/KbhjOEf2GH/w5htmXnbsfW97ClbGVU16rKm947zvNpg/xKf5sZUiuHD7aPuK1f/EK4xdfPn1ddxY8GTTEm/fi47mF4Vc9y4tfHPWJEz90lVs9m84es/OUSV0H7eJWBprex8K7j7bAwauDO/QBmNzgCb84lY+2fNir6fUXzX4A3PMkQzr80jQMvy8BzO7W3tbDxw5IeAwuXntlwbj6eDeMDn7j8KR7RlZopZWm/ha25b2l3+KQMTrueUsD49iuYb7dJhbXJ+uTBha6rat+/D7Sy6cwPkeep654jfOrLz258oBb+uF2oIu0RXPcRkpf3csL/Ej26AQS3eygRr1jDcHvP3daE5sWTBWW0a0xqHdoLBktvnQ8alhpwlwNsvXRNT5Ie7zik7XlDfdQfukKLz5cTlyaePUCr17CnHh58EuDXlppy7f80BZWPsXlH6Zv4+iqb/3S2tbersgqby4x4yt/+zxFuWk86+hmnWV7yUVnVL7VDZ/yanibVp2rh7StQ8OV7yG+dGngTaucxpsGbkLQlXDh6lAnCqWpDsVp+eBRmPChbpU9aepBEAxOmnzxi4N2y3cLl7bFh0duYc1z4/zqDlf6tjzkse1tq3/pSkvu1hX30IdT2BYfv+pUuHj13crZ4hVenk3jg/G34covrLKGXn3YAw5p2aA00rZ6bWWUX/0tTWH18WFzDl7dYbi6SCe3ZSpe2Q1vcbdp0quzcF11kMaVN3gffBrmfzLXNP4czezrnsnLVpdteMur+lWWNLhbVxnFbbnA29ryUMZx/BP5VUblileOye6SBbZsT44HnrbioQe3tZ/4lmf5buUJbx803CEOWHkd6cbOe/qmVT6dD/UsHV4c2sFPeBbI8YtTH44wf2trMDK25QBWXPgcH07D23RwtquMpvHnwj4b5zmVg1Oe/K2M8huE/PkE3MjEdWlVrPvXP62JzSdTQQY826pbA28zjh6eQt06OPBbSYsHVj5bf2QljV9X3C1sG4YHpxVwm9bwlgfYIbw6lFdl0x/uNl1aYeULBrc2ab5rj8osH/5W3+qDz9yTyWuiW0sOX7bd26X84Bd2Miu5Oe93vBBHRnWqnlv5g7THE66uhzilxat6Vr60wsqvfumaXr/8i7f1i6O+VPemSytPsNpPuDw1apMlaR5wvFhEHS4emv83rvqwK1eehdOxHclWN+nSuOJuZdeW0kpXv/iHPl5wwJtWGml4Ni69YWncIS1Y8bbphReG7pM5ac3Llo6dwPuasHBd+W3zUd23sOKhE97Gt3jlywfn4B6GwehVeHlscYd4/6fy4PUTEQYrTplv6YtbH07DxasNxKXxucYnso+XZgsTLk3hp/Lb15bH1i8++VtbgFc/4dZzvNoW8UHXsoLHgfdNwK0suJVTfmgX/pokVFd84DaNf5hWWcUpf3HhuobBt0/h8Bre5rmwrV96sNpr7leFh7TCyqd4fPrDceRaPPE64a0s8MZDeB/dD3GLV77ixakujcOp3Y/uLe1llQ/ZVFs09U9tU7h18KP06C1nxxTFuP/805rYaKg1iMx6FAy/BclAnMwcGWqPW5pmY8sLXQsAvGk1/BgnhHgU1nD58dFVTnmAg+HPr5Nefbfp4J6tnOoHTxpfuke8rjT1wWs3NNvHQFh6cK7pDcPZdpDwY938i81zsTYc70NTuqk97hjs8zI6RoadmnvOjh8EsPLeyj3iIRBXGy3Zq2xXyn0r9zbP2/TSkbHFqUz86SKNLy6Nr8GDsYN4ccD9cB1Y7QuvDj23ld208mm8eKNb+EU4wiOdymPS93wPacWr+zatYTqSq73w4W4fMHmkNzj8WT0l3tVT7VUfXnWqjpUn3rRDGFl1eHB4gqMBE9+68i9tZYt7qtPghZZv1V1XfvUnPTji8ObDikWOL33S4nPF38oD2+oqXlx+dR3gwZ9DXMmFoSvfwkpeON2al9IW172lwuCUn3Th5ku8MPh41xXn0D9Mr0xwA9Ic2+C7LxfwysBr+4CTyS8f6dVDeOu2fITV0fIrXuF4NK98l4L50j0cfwvrWIK2bRp/nxiwEAHX7qtXaSubD6cypNeVRly4eOJtm8Lc6EHX8ILrKU9+eQlz5Uce2umz9vet3B+zs87VXlvZwuUnXFc5lQFeWPNtZ7n00vrgR4/SildG+dc26Ku3sIvN5VPc+/Khx9IFHN/iH8qpbvioSSeNd5s8lv/96Z/WxKYZqSJbxXuZT+FxR7gyzmCBMWANXGMUt7xqnBae9EMatFv4RPLnSGbCGoKGrvC5Lb/igXFkc0OzrwTVtbK2lbINQeUpHnp6wi8NGId/YVuc5qt+ccoD7+q2OB3bIrc+Z9dm4LI4T/4wTXTww3vRJGgB7N+yMEBaTXpN0kW2rV74iMsTV13ots27tOpb/1DfxvnywMdbuG6LUz7Si19caQZ8Do148XUg5X3IF33xGqZDYaXjb3nDibIDg1t9isMHL13h8NqZDI8kwCne1q7s2bStPrVz00b2nk/zQB5HBp58Dz7ifHw8ETKdCdrSDDyR4vIrr2l4DN+9nmh10KWBD4fPwW3+p1MPnTia8q5fXdF7OIsiDk3xxIUHI3jSKpNU9z3q4HHSR25wydnmp7TS6yr/MH6O7wHtdSsOfuTUBmikNe/lX12qL7zJR3D5fUq/pWsYz61Dc8ivONv8zBFq5HQiLP+lq1w+18GWzLryFIe3zRs88eZfuA8Z4OKc9ip8X5nHcuBIL0/0aCqzOh5O9MGr7/AOD7SFS6NHXfUBL155lwYcnkffqN+cemNHd5+n4uJ7yH8rA544edPXBh+PiQfGlRffw43sfT4Kk+LNuiDN2ImfNPrWFbf86QaGnzwISyvdoa74oPHgC7f6b1+MKQ/4x2+urbKWhrby4IBxW1uF0Mxu2aI4e93uWzOG9LT/nNbEpgqTyliehreGqUGloWECsBZgaZrO3xpdvAXIYIdypYOdCo7PkV4MTEd+3BF8rzf66spvOtxWkm2hnUoXNHDKB+2ha14Oda49Sl+6La/aBaxw6s8lLBOW/EvKkJpAwuGs9gecrPttqIHisbdJ8eAe2gGs6ZV5qGtp4HKnihfe/A9i/pS3uPDWrvhs7dFygFtbFCZeXvyGwT14bd2p4uUprU9pqgdf2qGu8MqztNWh+lSP8mp8S9s0MOloKw/s0JV34WiqI7rK6AC3xW9nU5tv04S5DihHOoQnuqN4Bccvffnxo8DxB8jCswsGZJWB1310Tbx2ONI/MPjwpHmkzVt+e3h1Kt/qs1FxguWz5S0BfV31MdGqPct3iwcfvLz4HBzPlqZ4/MKLW79pZG5h1QcMTtMbB6u84U3+HhccfvPBp2dlVXe86qSBt30VV7qa0TejyrP6lZd45TYNrTAO/TbN6CohbqWteq/uNI2M1jn1p674o9uGvnB4wtLp1Th/aPZw/D1NL4341OHghdERjfQtDt6V0bRt+iHsVLiVzZfe+IQTX5BAx37H+sP7BPxBW3V5qwe8bby0YFzLbgsH28Lvi7vs61ixvNHCQVPXOiIOT17g9AlwUE0mj/I5kE/tz3FN+VPwqTFLcqRkAQf+pAfG55pZfIRrmPI5VUU7lUy8ylMYzuDFnwIJbLa9GG8vG375o6lMfukrqzB4YOIcv3kQ3zZEacWTVld4+ZTHqeJghaMvbXnxB0ejGp3kb6WC6/D5+TNhlWb0Zet9ZfX107sSr65bv2EcD8P44qWzke/mHV7TtvZdWh3bTJqygTs6FiF+43z8ilsdml5ZSMG2HTBYG1bzWnppXOP1D2HlWfninkP8wzg+8KZDFIkrbcPS0B3SipMHv7j3sVPg3fmQDr+84RWXX/nCbGOCYlDoxIKcvn0B1zOT4eBHidGj/PlWr1aNh7pJq9zqDKcDkLY3v+QdH56nNPw+h/lpvioPnsvwdhdN0jrQRaH72LH2Kz09wOSf7K2O1aV1ZxL3f9CjI7eu9IWLV96kyU/otD0866oLH7/ykX6Y/8aLW/l8PNFuYcWrHpVJ66bBl38ObAsvbBJPkV5ZxUNLB2WRSrM7c1+3pMOVpi6pW7UBePksnOMFDH61Z/PQuls98ebmY6Lx4a340qX8K6N0W1uB1akT4h44jrfKr/AofGzrg3pQXq3jaMluPWp6edbf6iOPzYf02kCYww+f+kd67dPgbOXAKy45pQVT9t3RRldX/OrR/JRv65vX6PU78Iq7lSfMlW7LvzIKq173ye8+r0rouJRKcfr+aU1sDsVtM8WwnnGMzOh7gtmW2xtIpuHJJL8GqjFqRKTl37Qt7p71eIUz0Gz9xQcrHFLDW/gWRtb2QcOBlab6tPBnYEh6C6zpi3L93dKXT9MrvzjgDdeWeINtH51oAMnr8eRQegw6cHaYX/Bm89iBGz9xnXCQkA/P2rt5IHdbPmirJ5+c4giXDt7WlQea4vO3+Sh+dagcOJXFbxic26Zv+RWvOxXFHaLNn9IXVLpDePUGr46lqV8aPvzyOlU6mPS6Q554cOB41a8MaeBc5ZXmUO5WzhDs/8DHV/oMJum8ZnKT9HbS81pvOsbqV1loKmcbxlq8/qRNbOXFgFc974MTmvLepu9Jl7fnK1Ic/jyxRScUZFb/o/TggYvXb57Et67pfDhoWp7FK23jcNsWQ3BUNgPf14WG8ePEhcur8fKs3/TSwONK2/pR+vIvfukLhy8MX5pw07bh0jcNfmVPXoPAzoU1Hc/WTTD027i3ONFtXXWEvy07dOrmsc7r6AyewXrq7V6PhvHybPWpHmSWF73AK7v6gNU1rTC0nsZLX5m1X2WUT+FbuqZVBpxDVxg6T+PwhAvns1v1q45g5f/JeJdn+Yuj2fJHW56n4lNcacKeOnzrJpzo/LTL4MhDZOWf74/dnzOb+2ViU8XrNzPzOxgyILNJbIbrwxeG38ogzLDbeHH4DaOtnBq9tE3b4jcsjRPnymMb3soAb3zrV+YWBvdQbzAy4MlXw/zKllY8vnhh/OIWVpzSB3kmLF0xgg9H8H0l3eolfX0ATSe3n4RiGreVsSDHf6uLTkT4E3juZW1n/+VXXUtTXvSrjsWpf0jbeDUSR1t9Ssff8hSH62kYD3H6FL9h8YbxFvZs3SGvLU1l1C/uln4bls6RUVy0Hp0Tv+nyVQe3tOCl4YNvOzs04pw0ZVSaQxnSm+eZAO/1OoKFf3cBhmH+VGZ1rV5+7FHuyEDTspJefYWLX35bX5rfVCpvaaXhzyXd6HjIrzj0bhra5nto92nCdQ3Xflu5xZFW/vy1UPjE9nNISzZ9OGnVrTL5cBqH13B5NV4e/K0rHhjcw6e45VO/8NJv9aRTn14srf7w8BDflnH5bPmWR2Xy+8CTXidcvMIO7QUOp/WRzK1cafhsdURTWOmbvpV5KBvulr/07SOdK055wgGr7nQVL3++dgFWvZpeWnyr2xZWedLQcJXL5ypnIgd/igOsTlc+uPBhPb8v+ZK35d/w+PRJ3rjRnW+bgz0SlmSkGtwJw7x/3Kc0sakhqSLMGPytkSl9qgdN4Wga3sILk77tZMQ5/rZgBriHjyEje9uRSsfzVG6rQ8Nb/ujEPZw42ds8b3mfKlzc8tjqUfxP5qOVhrb+UkV8ceJVRzjbp/Qw2TLVP7hi8nRsl/KelI0scWnsuuXVvEgrnF890XGlbblUjrgHfgfb0pdHaflcZQqDwefAS8OvrC3+IO5xS4eHp/Tg27TyKp/6lbnleRguLv9U+sMvvJ1befC39PKzhTUMp3kF2+YFT3mRXhzpzaO6gL5P4fyRzTZ7nlt5eFTvwvncVk5lDa+klW5Lu4UVD5/qxIdTn26l55O36vTq1A/zIL2u/OvD5cpvGwbzHOKiqd3gV6/qsqWT1vTyoU/Dldc8FRccrHG+HcjZVYtOdU0vPXh1lraNC1c2nK1rfOSEDt42H8VtujQyucFLPYtRjmDglV+Zi1a+2JT8Y/2a1/bXpVm+8iMvMvYOnCMb3+2PstYW1RHu6Bjc+tWtcTRbmYVXhnhp+E3f2qDw6sZvvlbacV0R95Q//764nyivsqonHUpvAYEbntKbVp6DePBn6XTMo3na6tVw5TS+RB+3D/A+5RMl7pNHH/T0VeytTnb/4JfvgYqnHT2tiQ0ljpTfiC68GWwSXG78hGWshdPCmmq+Nw7cbUa3YWlcZTSNv5XTMFxhzxYH/JO58ixd8cCbRm8DsbhODq5GyYGJb11h/O2zxRPe4jWNvx30ijfbeEkr3rKpAexYfnWiYyt88aurvJRn09pxt3yKW7xtvDjVkZytk6fChOHh06e44tUFbBuvzQovDb50rSvP6oSOA6+/DYMd8hZHX1o+GYUVPgw/yR845PCb963chpELF7d0ZVs8PDzFa3phhRe/fuWXb/HKj1+b12Zgxed7OLS1dW1ROU0fxPzBozC4Pec3AJVm6ws3Xtrqg4+wpzjVa3yyQt90OOCtw+W3lXHIr3yrc2WCl75p23p+mF69Kqvx8uO3LsGRzqdP5QgX307QyNDHJJ/lC6dlsZUhva686WuXAH5lbPnAL2551SenPPni1Q/O/0PbnTTLdSRpmgZAkOAQQ0ZUZovkshe96kX9/z/RItUive11jhHBjCAxA22Pmb/XlScvWZUAWwFzNdPhUzU9x4/ZPT7B3bLLcxDm9C3G8/VJTDjhk0+SH90h/Fz7XNO8lGkuyFw043IqXrLiJG8eG2A9iEPGHteqD5vs0+Ez7+qfHZ/0uLg4zNM/MfyoKR/ymnna8BU/zPCM+8MvWbhb9+LFef/Z7TgXX1wNsSePyM0h7N5PU23pxaTXyu3wMz/ySdnuHJdqfjv5upLsD7uoN71XDRbyQ05XrIn7X+1/0samBGahkjnR9RUl2d6VKa4irAlVXHr9zW+66wTCyHYX7OZDNvWNw5xYZB1gdvtj6TcD8nCJJmZyvPk62M2PPMrPOL9yeswmu6kLI1wnmVjlzrYTLJunT50oLnpOYE/UEM/F5fyy9Fn8PXnOfL3/79izLl9cDk4+cXryzvnOXPJ9mOfyPU+je55s8qmGeBegMKadPkz5yCF7sjDKM7tw+Mx82Ud0Ue/Ez548rOyKRUdGj8izjW/Feii2MZ1xeNmka5w+PvXTv/jxcmJTTulgTFk2+RTD2CeAvKdGn08LFhsEk25Sccg1Y61zJxmfbPI3lg978VA8nMb5zjqwz9cb4fdHxeV3y4Gvli/biMw4XfLiZkuPjMVGZHCNk8Unbrb4xHMuF3fG2zF64q4YbN5ZdMS55ep8PT+Seb+Giv1wVG5+4ZdDMY3ZVxdj/ebH70pk5c9Xc3ydH3wRm/pbwO4mZ28Oy2g/j/cvca/xB7+W/kGDfz8/Dk7rQtj386sci1du++sFxFnU9UJs12rjSTBmzuwifTq8GMVkk2+Ys3Zh4uXF5z4/9RKbFFd7feRcbT0jPMeieCzqlyOZOA+xzGsdE3knn/NI9mA//Pe1cGGxR+bHrljFhq2PHDs/2GrdOTLj+/PDFI6uedOvr1NZ6xO+fzQX0A3vxkg+mz55YzMPugKYkCK0q9afBdwTV6iVsiJmH85+Q9rST8q/Ais2v3znQegA8GcPtxw6Cbefi8fC6E3NbGt82eRvPA+kcUTOTgxPdFRueLmWw469bI0jMhSfCwK5GBqaOW3BTabPHxTsA3lqxGd5Mtk28LWDZZ73k/hgnGOoP+e0AdYD/JkPuTH7E2tFu82RPPs553zYk+Mnn1PPiQWjxmbq6ofDTs1xlF4MrePBHpnf/rTP6odBzk+bffrZ6DuntuHlQQ5his0+rk+Ha8UJv3F2/FD+7CaxyyZc+rDrs5l68mJWG7J53IuVH16s4nZ8ipd/dmFYCPujJ9904VfTfOUTZTN99Nn2XTYfb9cHPuk6FvnRlSs+9Wxq2YVjjPLZcVfs/OmKQYbY5k9W3Kmrny17f3RVC3dpFsi5Zq4+5GzlwH5v6tiM62M29G1SOzY4vVb++rPu/MhQ80nWXIy7E8fWeOPBXY1syxdH238tht48Wq5kyC+2W+iX1bYj4wtPLeT2zTff7PWlWHzLGdfY18qtGPGwjSd+uGGpGzLOlg2K1zc+MvmrJb4P3YNvebGDx6b5Gp+2V8iFdX+ep8vPeNKOe7v2ya58HWet5/fJ73iG0bngWmgN7rlEzoaPvPEahJmTDaqY5uKP6IN91iJ9ugWx/OkWX+fAGjyswXsDtEE9/Dr0SRsboU/yP/0yOxN/sW6JmciZ6G1xXvamvd/kt2aWbzjGiofP4tGjZPTTlxwli5Pr4x2UdAqaz7TbwvUQZn7NJX+cTjsH7H7BonMSpQ8Thzvb1MGh68KfDp6/OOjglsPU66e7n1T3edDz5zvb8+c/Xew7XmxRT4Z8Zh3MLz1bunLbm4WF4YmRz6xHeLhYNThkbKcsjGTiksFHYYdLF9FF/LOJu83vLxy6KDtjdo/RtA8rTtdC0lwmDn3+ctUv5+zIZl8O02/mlC375lvc/OjYRcbJ8leL8mbnvIvynX75J2ObLPuwybtQdt7QTT2b8s+fLEqPp6fbOLfjbDGdtHVLVp3p+NeMH6u9PNj03GNXzHyNe74Why7baUdvjMPMbhvfsMNK9+DPSM6L9Q3UR3SPxRfBj9c3bh5hk+lnM+XJ8Br7SdUnW7pqjNu0yDlZ+YlD13Gm37JV7/fv72+oJUuHd+6IF6Y+u5ocype9OWebTflm90sY6cLF4URdf8JM12alOdI756P8GuPHV709B1zfyM51rNzxrn3FDMPYhmS/MjJy5EMnJl+tY1dd6cnwfT0cY37sTn4nWpjk1Zcvip9+1/Gt2g/s0QPeyk9Fp982+BUe7lev/wKYRCRXM644ZBUju5X5Rr9OoCJT0l31jdNVmFLNX0w2+JWuxS9Pdo/5hUM3W/bwnCDlVDxjNHPk3zj77NhOfHlpyeP8H9Olx+UD6zEqXvo5Lp4Y5ZIMn7bFIbvqsmPTX2r+0iQPF28snr4WVvnhyZpP+VV3Np50/MnSd9EIN5zG/Gqwd8VuMhiILRtcS7Y7t4dswsJR8yqfMLJjE2a2U0ePyPI9ksefH3ThLaftR1Y+9WeMsOn4qtGu2+qrpeZHE915229Wvc1t2oc3segRGYI77eqb97U+zYFNflMGzzjssHDya4M/fdInzw/vPEpWHGP2nUPGNdjJd6D1kP+0oUteH0flEk6cXHvAuR2j6aMvz2hv6MZ4zuEB5+ZTPlMOJ3mYc6yPfhJzHd8o27i5NA8+xshmA9noNP98ioFf+80nvkHWQ3bG9fHqR55P+upMriG69MbZkDWXq74Y2YZz5nXHLQa5Vj7FP7jii+sc30gPdsUNpzh49IC1BJ63fLKPh8Mn+66dZPnQyZMuO3qUDb0+m3CLw276XX2WdvskZ4/4hHUkn/f4SRubDnYTlEJJzUk12WmXPl2cP1w8LGM0fWCheUIZs8kvLLZduOj51Nh4ohnnB0ef7cw5fLyDya5GPv2MEVn5Fj95PAx6DeEt0lswHujC5BtNOdnU1TfX8ofBJ104xuzoULFcjMiSs9MaP/jfOjAQG3MJZ9Y7vImVDE8el3uYu7Me4MHOZr/Zku8tf3qtPNmVS1hk9fGZQ2M8KlZ+5DD3eyEWVn8hX2Oz63zUR82zfnmWwzZaD8WKZ2+8j+mao354+o3Z6k8u344pXbmy0d8bm9vxLqfqWL034OUhrHzi5Jra4ORamPrksHf81UfkZPV3ZzzwSRfmHOvnr4+m3fSvf6xOzcjY52c8G52xGPWnPb+J0fMvebjx5g6PH+LTc4g+Ks4KvGM3z5kf23zi5YNfz8epC694+M/NkQ5+Oc0c9BEOU0y2WnblMW230+2huM2BmEyDqYWnD4eOzDjbMP9ncdij8stvyq66xmFnW47k5ZHNkZmLWNrJle+cq3HzyJcMXrh4/eLE8w+DvHNx4oXBLvyJQU/H1/Uj+3h+fJPF4ayMV87O4Xuu9L82fdLGRhKSfKzwZBXiTGQdEImvk3kptq5J0DcpfhUgfeNpN/v54sUqt2TJsy2/xtnjZBqbFif+GhnCHbzpr8+mA+6gI+P850lEls/s8wl3yslqbOii7Bpnh2dX34lYHnRzkeFPFp4LDeLLZ9Zt3/K81IBf2NUhLBhduJLB1te8Fr4CPXnvC9xuMfnUsoVbXyxUfuEa65czH03+8xiyifiEnYyebNqlw/lMvmMun43lwr3y09fCKJfG6aotvHRhb7yRRz7p8fzh00/ddQ7p2WQfr0a476AqFzy/4k+dfo1vNI8BGZ1jne3kdM7HaOew5iK3SXzKhVyfbVjGU89m+uij6vL69ettzye7+DZcD8WIk5cfmYbisNMXLzs1CZ+sfscguw14ewh3xqhP1/ynTD/s4lxls7blGQ8LvxKba77XWMXE2dKH3bVF3prjns30Y985JIfyvdo0f3qNPmx+6cuhnOiQsVafXeMtHA9TDjefTJqjcTjNLZk5hZMNfuYnj/u1iU9x1K1+/vSouOmN9ZOz518ucigPOnZ4uDh98ni2sK0n1RuvL5+w+JEj/cPpd/c2/ul875pP792vJP9FDEnWmgSI+nQmv9uahWWyiVfwJppfHAaa+Om2Yj1kY8zOOLw5Vvy5qLKXR7LynTgTe8rljXA2HbDkj+WwHdbDY3Mp3/zCM9ZQc0lXbLri6udz5Z184bCF1cWEPRxt2mSHl4uatfhMW/389fMpF7KeJFu5Hsim7UpqY3it2Mynb/OsBhOLLKzmEi4u58eILX1x5jg5XqNHxvF8GuNknsbVg0yOtXzCnZyt8cZYPnG+1YBMm7Yzp+Q4Ozr++TzkJc8lLx774lTfapd/tsULc/Iws4UrZrk0j4nB57Hzik/Y7MPMF/ZjlB+7h/neDOlmDo9hTX9uc8y+ljyebZzdrAe5jd2sRzZ01VkfJqKf/WLnV+wwt9PNz3GE6aXFWQc+5OVWnHzpi0P2c/HDyd+4PHCtOOmS80knlg+dzPHE1J+x9PnEYZqr87U5dQ43bj58ZguHrDjwEF+U/cRgY8yGPt3+VNK6I2Esn3Czzy7M/4zvuXKvObvyuNqGUR44mjH0p92cW2+uzj7fODl7/vrVspyqN3vEJsrPuLk7Jnx9Gnfa6hcj/8/ln72xKYF9gB3km6BkS7hJUTepCkXG7idkvCac7SzUtK1fvDCSW9hRYzFr5VQMNvpafukmxgZcD1OXH4w5r/ySzRj5N7d04cezM3YyFStOhvhH00efTrOAdEKWUzjZhdWYXz4PL1Hcnvxsp51+/vD5mp/2GNEjfjV+ydIb1w+zcfaNs53jbMoPp3+sPZZrfuEUI7lxx3HK2NdWMEZMd9zsyrMxDoufvopms50vDz+n2763uobn+C3Q3cItbnk2f8e8ORUDZ0c+8fXzw2djn3/Pq6ZAF7UYhZNPmx52yfITt5yax+R0+fDPfsrIxSxPnB3Z1Y4tmrjFI+PT85E8XXh05tMcxdLX9IstBp/i42Ela3zlfFF29Sc22Xmm6h1bORSzvI72jkVfPLquoWLxL2ZzYhNmf2SVR3I++vS/dKxhRWHwLfaO79jd5sEWbraN8emXnO01p3TlaIyynfYPNrdP/cx6sjNG8kFkSA3PV28479jcr+Pb4Paw53er1UOspQsn28ZsxMIRuWas9fxONm30s9NH+WfP/2pznTN9fmFUh3CywX8t+qSNjQnNZJvcTvB2UpX0tO3AsJsFNxm6TkAHOmLrhM+XnAwuEqcThTya/QpZTDp+qFgdJLZacrb5sZ/zmTizz67xrFMxkpUXe1RO6Y/0PsfygM03+y6UjfGwy4Nv8ad/sdiHjyeXA/tkvtr+l0gMtojfbGJoU6av1uLp+6HDKYOnlQ+OugDmt4XrIWxyfv4SRHJqDnRi0qPmPvX6xWV7PR/mmD8Su/yKhyfff83d5p89Xf3qg8PHyyEcMjFqfPWbd1gTl54fmS/hMn6/jqMfqCxPOnJULLVrMaKXE07f/MsnHgZen08tO+Ny0kfi6Tfn+j5pmQymfj4wkHGt2HjzK+41J75h6E9ffZjxYsK8Urrk6la9ylec6saevNjx/OlryeQhNo7wGiyUD+45gmezDW4PO97tnJjzITcOh299rsUvnvmwSUcfRrYzPj/n4Lt1rF+9erV93VGSa1jioeLiYYS5DW421XHPadWdfflt2bIrr8bh4WTJ2c0Y2dFf80onb/F23OfrN6zW5uTD+pTXPAfoYOz5r7kWd8752bP7c4Y+H/1IbuS18p44bNOzf4wmJn1z5ocmZ1ujy5dN8vIyZ/KOCfsomVzRjFH8bD+Xf9LGpskI3iR3IuPgG1f0n9gseUXYPuuB/ucmSc4e6V9bueS/DcdDvuw6+PrkPfHDjv9STDYzZnGThdF4cvUQlwzVnxj1t8F6yMdtQ/k7ccjY9WTqRMkHb97Jimmsz7/c2BpPmRjZhYHvnPGbP1k40588om+u3XKmK27cHLODJYfmmzxb/uXccTWeVO2yaz7kalf9ym/6k7FD+tNXX8xws5m5sUHZ7cHtIZ0hDHGusdlo5JNP39mf+BOrvnOd/bv1nhJcdnTyE1/T16r1vDDDp0P0+uVWHvFtdHtgUx31u/Dpo3zwubFJL9bLly8fcuJjLhod4su+5rgmZ6OFFy8unGxx+vK9+uWD1w8vXz786emMO89wdcu3erKju8YLkz6feLriJI/T18dnPzxc21jy3L1TA93y2TbsbjgTb2LwMXd+9dlmQ07vKyF8dN2GxgbHOUFXy6ec8995LOCpJzPuOIqbnX7nwjwmV7zpU0xcPmybU3GTzTid18/Wx7W9AbgYYcxc4MxG11gfhT35tJFTMbJJ33hyffpk+sWZtUlOFvHJj4xNx8pz1pi9WmvGndthZIOHNXHJf0365I1NSZRcfCbYBNiSp6to9MkVxJguv3TGCon00zcObxush+LgbNOHZ6zfkyG85OHGi5ldvHjZFW/Kf64/MfTLSgbRXAAAQABJREFUbcrDS2ZcjmS1Fpnsysf4eoLRwZkUTrJyiafHyXwhmD6qtunI6uPZkYeHZ0MuR8e/Y5xtXIxw+GYXfro4P5RtcpzMcZ+YbKshfbrs8fr0KF6fflI+sCam3I2zv+IYT1m5yG/OW38fh8V9odtyeggfhhh+wiA8GMZIvWGTIVwjg63pu2BH+rD4RsWKJxe7fOlgxasNnixOli2ZNnHgO35aebBHfDuP9BFfG2by6Vdsc2bTWLxo9snKR599PvXJ5RJeecXp0WM4cisevEmN6YuZnmzWZ9qEh9f4lyOM+iLShfUgl0uNzc1O3cJfok0zT7rOKXKtOVZzx0QctrixRo/IqyV/NsmLnS09WfLmMf2z2SA3fDIUnxjFi2fHVpNr9snw81029+c42aR8woN/ZOd8zZYs3GmbHt/zc/4u2wVyjtWSFxMPn61+OvjmQF5OOIoXP14tGk9ffmEXJ5yFuGLTm9NJlX3E726b9NP5J21shCuRJlhSxk3+mla2Vznf6T/1fFCcXX08vzjb+riW/T4Jbj7pyPJJlk9+xug6zi7/mU/24Rujq49xJ0H+xcHp2PQE7sl00O54+RavcTGTw0oWBtsZK3222eHZZmNcH28cTwZLDr1hbfrQNc84/+aaLz5x8yObcthROrbIWB54/unwGturPB+6iE0x8ElXf7qJn212xjDMG5GXa8fvmgMbNdtfirZ8nCfVEJ8bE39dtbFxHOi7g7Yx1hiJr9FN/zY2Fij5NBcxy4N/x7h6zHw6j9PlhyN8zjXfamJMb5xdY5hacn328nZ3QF697MGmHJqPcfHz3UndHrI3LJ/yFgcZZxdGOvriTllyFZifpuMPrxjsrlSs7PJJXpz0+YeZnH0+ZPwabx/zWzYrmYc5sssvPGO+tSmHY/50zi22nYedWxNPn3/Hs5zIwo3DTp4sf7rHqFhTRyZOeepHcOlRxzFZ46P/z/XLj+/Mj/w02NpP16P0+RnnP2OSL2dmD3XYg/XQcy4/8m2/ePmT6WcTJ7/GyQ5GOnbG6qVNf7qlvclOjivaEf//9PhJGxtJm0Rtp73GTYa8/sxbEXzqZev43woZDnmNX/2pv2JPmxmrPn3+8XQ4GQoHb1ys/Byw2TefiJ9xT4TsOvDG84DX56e/a3PzZ3vNwclJ7oI6scqXPfl1HFZ49Nnh9fPPTpxym5jyNE4WRv5TPvvmyNbCkv+swVXWPJPDj8I1rnbNA7/SxMiOjbmg8mjcHOnqz5jJw5ox9ZvrVc4vWZwMGV9jZVNs3HmgWQjw5jZ14tPhKFw+5ZZ9GxuxyIoZBpyovm9HLS47zXhyF651du3LF7mxLyArF/YoHHFnfo6/xh4Vp3mRh4VnC8d4zkMM2Fc7NjY13sODIzJYxvoav6g+edS8jYuVfs4PZuMFzPhArC77+abXsMI5ho8/wrzaFWfyMEMxl3Ln39zyoUuuv+1XLHmS1+Dp56evhvjEmPiOh3qwi8olvHwd8zDFQBOL7BrfGOHptuD2UK7Jws1ebCS/dMVhI6fGYciJDkkzvzDJm1N2OL9jb16nZmyzKU5jOkS+8Tgb32TF3cL1wC/f+ni4eP3spm942c1xc9544o+63LFOfjBv1dnzLcYWyuFB8PmdT9rYCGtyTaqJlk5FS47Xf7C5ydLhFaKTqjjkYkUTK/908WymX/jZ4GRaF0x+Pdk6CclmTvkUo3F4yfNLDyPMbPHiJct/jsng8K/u6Y3pp1/55pceT2eTgZo7fFjhh5c9PTLWmldyfuT5pTfWn5wtylY/G33UGGYXN7J0+jNmum2wHopnXJx8rrb5PPMFWesvp2nP1nj/xskKL+bMn3zjLV398NnNPJLHi2tc7dg35/KwEMD2Oztq0SagusDhs9v6vRa/nBuFR2cxkVN3Y/AWcXq2WrI2BDNfG5R3715v+OxhZtPLX8XFET3c5MUjr7F79/Zs2jwvZv3Yd646Tk/3b+2cefNjy0crl8bmicjTV7uvv/56b7jp5fblegPo8y+fnztP66r7xfrVvoeXX2+5Vh/2K/ulXwvg+qf/br1xFJWDK7a+/D6sY8PO2b+/TBLe+rdzWTI2KF/cP8ezOuKznz3bqVMvFN+D9RC2sVpUU3LxNX1+YcZXgA0jTnYPuqXh0xzSxzmWH5kmdpvrcmEHU0Plwf5KfOg7T2cstsWbnDys4sBAOFsUVr5beHsotzgXdhvnxvObOOyNiw9u2pGHg6PsO1/znXZk5U4uDl4fTrnqo3z4pcvvsRh0sxV/IS+s+/EK60Tx6DjerpFG57BuvvvydWxvx4DH59Inb2wEnkXTTxa/TnA+gbLhp81ChrUBx8OU18cr9jDdmHOsnw/7+vnTX/MlQ9nm95hPOvyK04nTiXdQ7/Uzd5iduNM/X0/gcpl2xS3HeDHKJ/nE1i8nvDyyyReWfhj5JI+nz68xrk2MdGTi4qgc8rlydmqB17LZAOOBPFz9qLnitXRPvzh5rIz3grL9lgjOx/WpBQtq+bLxn8+2M/QDeDZHN3+423fxk8PJw6NIZH3b6Lt3Z+F2fN+tXz/2+zl7Q7NsXPzZ+vr8vTj65MUt/2drUd0x9uJ3i/fxnFPv3p2Xkx7irJ9RPPuBtTlZmG9XLD9AuK4sC+92l2cnt14qcF4uPS5XvzZtgbcgv7q9oXfXYukeaOlWovt9P3Llt78qfhucjZk45mWey2Qdz7Mh8bKEGrx5fd4XZF5rYuvNpm+f2HyI9XZteszbOUC/a7Lw0PlUyYq4fu3ehdYb3M3tbGr20dr5sBUL2YStNNYnxNbFfWs/Pnnz/P2T52+8ufW8XGITc+LZTK1c1cDcdoxz7srtbLbWhxKksGJr+1h+PO9N0jefHWfzNXn/F1bnC58tXI9hSOvZOp7mffQy/ymR08NC+c4x+Y51s9F/OJflcJPn3zWncf58OvemDT06x9V5fWow855+ptp54HjANZ5zzB5u+aVvLjg7BCNKX4754WGxnfJ8yWCG4ZgcO77nGsR24uTreF1jsCtOmMbnpaf7cc0u2zh5x4rMuPj6zf8hh9UJC68fHn7tZwNjxqjvuMph57HrvJ7Pb+93htmdHMW+17WcVgXWv/W4lOsyqUy7rWDboXyy/xz+SRsbCdQqmiT049ckTbji050CnAMURvpwssHzZzPtyNGMFx6eXzGnbVjhsWVXfLZh6aPihJ39tEuGa+XoCcauuAfxxEjWX4L8yMKFUZ+fPhtU/sVL3ji/fORBV8zk2ZHTNw5PrH1xXjzseLbyhN+CHBbf6kvGHvHvwsMH0WXDx50lL2F6/wHdxJGPmiE+k4pdjjgqtnhsxNfgtsCwWUv+kw9rwdsxLb4WWvvLBeOv8o13ILds+6qbOz7rrsZPsPylvjD3ZmHpPqwFV+xyVo23b97vTwAlsyBbePcivWKT+56LBbP75k7/4usXa1IWCV9y9sVetNnxtxFgZ35ffvls2fsL+eWWvfjqxZN3y+/l+tjt0+Vno+PuxPMvnj95/eb1nu8+H1duPsniTcpfmNua45t1QXv+5arZ1i3MFXu/lLLGX325Pu3y/u3yef/k97//uydvXr3c+fF/8dUq4LN112jV8/3HZbPyM/dnC+vlq/MRdH7q9NxfgYr99PnCWzZirUP8+vW7NRd3f84nppZ4z/nDwvvi7fp243XM9rFchXq+7r7oq4XzSA19ykrfZsk83n94tfJ3Hp03GTu2b56+XzVYb1T+ah33d+vNyrfzwwKslq/fOi7nXFejh+ftmo3jYOx8ebbq+XQdC+QHm89ftj2XlcXsPQ9WjsvPweXr+J06eB+K3+6iWrbOt9XfdeG4RM/WRg638WTzldgrT88X84WHa1HPiX1OruNp7DxhY161xjv2cs4PJ5uYYSVjg+b44NjAq5PnsuPoSbU2lOucQ6eWx6/N9tkAyPPkwK4cYPKZNPMsD3OaOZtvdieviXDq7Tgcm7M2ZO/9MDbs6O6rJo6x64l8zvGg14p/fDyyhdtze11zVk7VXix+6oc3x7DIj/9PP23o/CxPMdiH1ThctlE+8a7HnT+eQ2JqNu/FOdekUwsXSPK+hE+cE9N5uvJwXVzH/fyx5Cw+/2CsJEvls/lPz4b/RbiSPQnfi1YBkwdXUStYB4P9xGLPJv1PcG6TTl+sq38+ybMrB3qU/ozOowPGDumzyS45nf4VL332V25OnRT6nVDJ4PZXZFhkCJbvHFmdh5MehhOOzpOheNk3DqsxLiZqDmT16fS1eRySh5M/u/q7sx6uttkUN/vkxuHG0xk/1vJhN3HJo5k/Ow1WchxdY1k8tv3qsNk+a2VJVj7T9/TZ6HmSbsmI5UL+bi+w+y7CG5sOd1PO3YuD+Wx/t8f5lfaziexCZ46afGqCWIzfvumTS08X5lqUF/Z9nnI6F2G4h9a5szYWNjWvX6/NxZJ/se46WdzfrQXn9ROy9+u9J8+evP5xbUpWHBcqcV+vOcD+4vmLnc/M/9m6mH+5Lmrvbdw+PF0bg/dP/vq3H/bm66u1ibKZMEYdC3E+fHj75MeXrzb+fl7sC/3HVYuzefC9J3K839FyjjrnXdDPpm2ltDYCa8FcCyRbuarX83X3RSwbQAvR2Zg833X6+PH1Hh9bG0PHgq/zUa3WZuf1eq6u51k195yTI05Wv7FYYqiRuSE2+9xZuua9x6uu82VPm6dzHpz6wNy0sMzP5mX1Nj8KeS7J05Wzu1ROPjFWXszFkCOb4ufXOF3zo6dD6eLJ8IlrjLLr+Thtkp0Uz3Mp+3LZx37hzHrBhYPYT8qPDH55ZzPxyYxrxuznWD9yrojb3dRixdneypQLxC0L8+CdmLMWB/d+LshdY59doCfOOR5zjtmzm/Mov/jUZ5fu5LcsVtz9Q6qrO3HlonnusHU+4mzerl3/y/UHwNnEHTvHjf2kYiy3Rac+zs/9szyrgOW0T+uF+2vRZ29sJCL52iya/pUqzHLYT74KOU9m/fAe8G8HPnnYD4VZhrPPL5v6fFE8/RzLJ6J/rGWTLv/8HuNs8tMv9rS9nhTh4/v29zIuFm6hzAZOuolZv/qyqcln+tenL5dkePlPGXzjSeFPub4LvQZ7Ykzc8GBMm5X0DPEw1xnrGs94YocZ0DWPjeWsXKeABWfH34vcmZ9phskWxU9sMhfLE/fjx/tfbBZMf8l//x/fb3xjF0+bnLOIQjsXETU6eGQnZn8t7ZxWIh0f8ysHttnpO+Y2JBZ6mOJL21/BLkguMF204J645/0K/L9ed4LIkL8qxRGPzF0PFzp++4sHl07sV7e6iO2vcfbkKuiltb/97W8bj94GoGPgXPa7TeT+gi9nY/RmxZxvroX77NnZwNDz147c+WWeNjI2IOsOy8JGzYGtebx/f+Ygj3J2DG0GhbZpkPz7920SVn3enw2oubvz5A7Xyftsdr799luR9hzIbejwfez2XSh5sFjPs4VRrvJ0LpgDPR8kT3nLsfdwbcV6IN+bo4UFP9LrSkZ+MM9zP7vtu/yNOw7JcERX37h+eGGlM07GdvbZ2Cjsedx02U+7YsSnbm406GEd3BOXLL/JYaSLk+VP9tM47O/PrfRsshOXPHLO7JNlnTDnztyJeeSnlmyde9VAHVHcuQKTvjjGGhuyfKe+TceUdd507sFIv4OuB9cA9MUNP+xyoNOP8m8j1Dz5oc6LcMiKu1L3zFrPGXXROzr6Gvtfgz5pY2NyTdYEKriE6Jp8nJ5dhSavAHyaeH+h5NdkJ88+GVwN5ac/ZWxRemP95Fu5HuY424lDZmwe6fONZzOx0vFNbv5RMaojjHDY0KsNvdjVEafrAhhe/nPMjlz8aj9ldFE5GrOJ2PDN7+d8rv58Ijmja85kxSrPxnQwi6ffONtrzPTTFg77fOb4QbZOFW/U3LFv9fLkPTjmfy5e5b9SudXUxejcEraQd5zMvUX37XrZwxtjYbg7cO5CGKuJvM4t6Y6vGPKAUd76c26wfaqHfG5S2NN9/Hg2JCeHs0jqw/Xy3puVq/7D/BVlkRgW2i60xmLISf+HH354+DQRfzn7Jllzt2HxMk8kHj1/eM1vb3hu55Tc4bAlR8Z8Xi+db0rmJ8/i8Smn+3zPopAvbh6Nbcj4dK3pRzDNq3qz7S7Xsw8rB7e2FlkE/IERlpjeZ+NlB3dbYNK52eMccqzJXjy8OXm9TLReVqqG/NeNrXNs4e9adK7LwXPPuU52b3JB66w8j+t8+nB7Hw+5+U2u75jNtnNf8SbRo+zYTFm6k+f9PNxOtwex1eDU8HF/z5OoPMLkn0xffGOzxWY+2cHK7tge9GzT4+nppk/9bNl5joaRPv85v2R7sV45Onf0i0ffXMj4pnMuoM7H4mzheCAvl2ocLt45RVfjrk+vXbGNZeK89kdDuRSHv77ns+ee52YYX33ljxKbsJ8ek3JjNxusfRT3nW8D+Zzjuyz3HSP2vxZ90samyc1iNYnHEnMg6WfxK3YYdPUVJzwcxfNrHM8Xn/Z7cPNPd9UnnxhdROGn108e7pWzzX7qJk4nHju1MXcy2NUKp3fCq0A1gUkOrxORjkxLHw5MthoZW9Q4vzC38vbAJmz9SL9YZMbp41M/Y1jYjJtfdvzEusrpyenpUONkYcTJZ994knE2xWucHZdbObcInsaOj8Xs1Pbkpu89A14K+tvfvl92J0/ltnF5v95zQr9mvvM/d2scG/7ZnAtHx8zxFct4niMSan5qcWJ7CerNlldjG4TyrWZtHLb/ms/rZdObYdmIxwfWn/70p4cLLj+Nn1zaTNnMTOKvweobg9m4OJaDfDVYtZmnODDEoffeH2d2ueH8m5/nCDv4eFSMB5zbHMT65ptvHvDDZV8N1lm9YNbFfsV6+mzlCnQ9wGffhm/HXcf2wxfnDhwdQzjwnj07L/W983Lh8v/4ze09JGtgY8n8YK5rwC2+RfG+mZYHksHO4oGbh43VvmO27sotoI1FXq15IrLakZxHsckR3jjbxjjC7zXaoi3TC2f2p59+bdroI7pTv/tYj4zOc6a8iiWXMMn00yWHMXX6xdHPPs5+zjGb8PBoxku2IJf/eeN5+o6HuM5HmBOPnMw5XW7h4dM2zOT8nGu4OMnheG4UeysuD/yW84MPbITzw2duYsA0B+eoYxI+W89ztHEXZ6+hjyufBbg6B3c97mfZ1u67XdvsV3n4pI2NCdQkrR8lN07+mE367PGKgFfUK272FZOtIj4m5+sgoLDr43wm13cQyTtRsuGPxL1SOjz7bNIZlzObGvm0qY9rneQ7H8aL8k1XrdgXP5zjcWKXe/7pjPMtR7pO6GT5Zc+mfvHi+dOj8D0hGmcbbvl1DOi15NnnHy/PDXx7yK8a5Tv59CtP7vr+4vakjbZsHXv+muOhtVFwQZIn7m5GdvH9/o9lb+ODLF4LZsU659uq9sI6L8Uc/T1OdzPgi1m9cPjdhaAzJzkh9g/xl06fTfXsO6WaR7bFb0MAUyycLXIBc7ejzUV6XL7VgY94sOT1H//xHxuHHZlmk9DGh83Mm53xVyuevgazXI35lNfUkZczDDb8xJT7zIs8bBfsBbuuHd4vtGq6Lr/Fg6fBIENs3707taGDG8lBe/Plm+1TTHauTXfuebFqu7DOG0/vz9lyEwfFV8Z7LAvt+r6F/BiV/5SRm/PUkSF5IbrJ69NrE6+++aL0ycU6dzPU8469jX/hoeNiluqnlZf+L+WSHQwUVjnh9X+awjkH2J/rwFmMsyG/YsvP83leN4qZvXxRcdObA5vs4tmlw/OZ8Wddpk3nKdswNsB6MPac4JsPXbjlRM+uMczlvWRnLuT55Ru2sZbv+WDFPpLrTfW3Gsrtdi5voF/h4ZM3NsVuUqsy+2Ncyc/TwfRPodhVxGzis6hkCjGLzbfCbNsV65Ty7AzhkmsVEg8Lp4M5ZcnjYZjLOXjnyRluOYX9YL9Rz8OMn93k+uYCnz8qr07CZPTNTU5rctsHRr749DOGV8x0xuVfPbsAsUH5sJt+yfHiZh/u1YZdsg1+eyCbPuzkg6qDfnGyZaMfr3+1NUb5WTBhhY3TZVOecLeNfJbyw37SnYtmtvw0x8TijVvALZIt5jA0T/o+0bHt1htpyb3n4/7+mrN5IodroZsx6tu4uENi7Jjh5YTzl79jpi8f1JzkmA3ffU7RL/svbzH5dj5s5/UwF//q7u4L/+++++7BvhpWA1y+8HC+fH788cd9LByTcmOrNXex4fHV9Nm7a/NhjeVcLcyr8xQGzMbmSzaxYMNiQ6euNlVs2cmBzsbCm6ndTTubnPt1hZ042kMtlyz/5gWHDLYmV7HLUyyNDA/zy/WpsTXcvmqG6GBpKF5/6245ZSdmehwG6txhRybPcqRLTkeebDtfHooRZraN6eGh8jqnLtyf5sKGvTlfc12W658arZrecmQvTjHNo7jJ4mzFb1yfXKzkxsj43I24/xHQXJvPf86x43KuUWu0Yt7nzT8MvuYpzmxiz3yKRY5mTP0rJnsymHj+k89+mGTlkb9xcucu6lwlP/l7fpzzPJnzO9sw4/tnH2z81nsP1Qfx0/ZXQ5zL2pZ/7sMnbWweEl0J7Vu166Tai8Eq5spyt/0OfdndCqRgyAl4JXhoT3IdMBhk8+DMmNv6hvvgJ24Ytz4fF0cnQQUMB3ZyOc2Txq3ddOWdH7l+seLhs8+2fjq2U1cM8Z0oWrnwQVcM/uXAfmLXp+cXxqw5f36drGyrkXh8XGhnXDaRPn8UPg6Xj1j8jdFjnD27/LMz1mbuxjN+ujkn/mzEqpGh5jZzgsE+DGNPSL5eb/Z+CR/Vfbren0JHbpPibou6sdVgx9khb5B9+eqHe877+0fkpRZP12J6NkTM5aA1Z3Hgw1LjYpNbhNnJ2Tg9WWP5aDDIYLcJIIf3EA/G2gCdl0Oe7btMMOFnq2awylM/nU3Kb3/72623AfKeGrmwsfkpd5hk3ZXhZ9wGQ5+tuGyRGO56wfOSEb2PMu/NzeqLJ6fmI0/+3pgsD3IkP7mIyZ4OLlIXOvLmzU9MMpi96VPu8hRDPuL7xJY5eLnuj3/84+4vt32c3qyXnfigjoOUfAKNL2y5wBOL7bffrteo0A8ft05+5Gw6xuvZsQzWOXpbFNbVYX9tgLsEX6zP38pfPPYdO3MTg2xisa1O6ej5kzsG5seX7ErlNHX64k0/WBPDmN1KZ+cEhyw8ceg1fjVvmn7z9hx35+y5Op7rIx9x8zOeeDCMo3I4eRz5tc82O/7VLty4Omn82ZzzRvyfPrebY37lwwcZ12Cxb+762TgS+z0xywaxrYmtGasHP00MWNnFN8DAYCuH6lVu+037yy6MU+uT3xWDP/ywJt4781h5Pe943OYMwwqzNz4Bfib/pI2NZBFup/VsJazMJpM8m4qIT1lFItefvmEoLB9t+oveU42uA7GD091i4bPA6cOMk2enn385GSebfMrzS4ajYsSnTD87vBz02eNOIn0n7NU3f/O/6pLBDC97Y5QN/GJvxXogQ/E9WA9hxdNPrPpsinXl/KZM/PzoasWlj4pp3Pz0p9wYHn1NvGmvn88DX37k/mJbiA++FjaLktbFjF0XEBwdne9EOf77S/b2y0/7qbvwHs7c/T0lb9dr8V7ugGVhlrNcNPmGb0GFbYPjXLDwseFHVnycX/7VmK85hI37GLNszKlYNgFsLapa9vLq+WiexaWXz8PGcIzlIm8Nfpsz8xSD3AKPbDhgFNcni/iw25ucZfN0zdVZAFdcxN44GTkfrU2dhZbcHOTK1qamTUa+5gePjf6bN+v7fQaeOc+5yu83v/nNinU2b/TnI+P3u01sYGni4Ej8KT+5sDufuJKz/DUxtXluwICtOYjv90un9+cIfXMWZ9vdZPqwsmGnZVOc6pIOj9hq6cLiy09LP2NJ1nOAXy1fvNjJwj+53eKb8y2X4h39mXO+YcF4jMgds/IM4zrO94qTnTj1T2x/wN+fx/RHfvJQm0j8iasfFp5feRrvjcbQkTXX6UMOL8x0eP3H/PKJ+7qF7bPwxA43jC2gGznxzS6cZLteN6fmtfFv/jfVZ7HP2thIZie5uAQ7YBWriVyTJp8yff6IL5rF0Icd3ja42TzWJ8v2mku65MblMmOSRY/1p0zufJPVL4dw4V3jkvFj02K1BvsvEidRGNkY6zfm/0vErvzCwrvA0kf1cXq56k95WMlh1cJxrB7znXb54x3b6wUYHp9i6qPy0Se7jsnR1MEo5tHeccjLt3g27C7AFsg2NS2GZMt76+XeNwSL4SWoj+ujLmuvsm18yVqxSX780XenWKjWpn3fxrXYnjfc/fDDv+48HlvExLTpkINFr5oZN6/q3jlmbLNgTvyNw95vGF752GywgYkssIjtv/3bv20/x0WDg1pobVDI+KqRJnaLNjv9astXHuzp2MPQ/93vfrfrRNZ5IAf22gsbjuWnlkjObOnKj1wsMnqxzacNjOcXPXvY+lFY8DU2Hz54KeycJ9nDhQ+T3T/+4z8++ctf/rKPwfG5b6TDNj9z7jjxR22iykMM55KXwF6/Pi+XsZU3bJttt/7h8el4uFg4V+GjakRfI6enw/PHyyv/dOZKNjGKKddwYCM6vumM2RTzWN3xHsNlU3x683K39OQG76B4PLJ73OIlxzW1q/9YTDryKyXLZ2LUL9d82dJ1vjRWg4nXmO2kxvH8jaujvkZXfP1pm97cUfFmLH3+KHv9cJZw3x3afwCt/H1J537JaMdy3pxziQ8qh9kPK/xps5Lacfe8bv0N9Cs8fNbGpvgSq1UoujmZxvnQZTsnq4/gTapA6acO1iTjZNM+ebIwxUoGRz9dOOT18akPN/nEuOKmE3PinQvX7SIjlvmPeWWbP46KfUbn8SpT5/zlIxZ+rTHv5Hg4U8aGnAw9hkHuiR1l35z5hs9mngfGE7v+zD8ZW3TNIX1x2STTR8a1Izl5yHu/N8bHsdchsOD5RtTX6wup+vI7i08LiSc3Hx/lJl/Iez73RcEtaQvp+aQRrFvp1ubHyzDr3F0CGw1kLmJeczO2ECJ9MTULbLbVqOPd4ut4V6PycpH6et0VebYWSX4WXn4W0jYebMPGUcdKbH0x2HVO2UzIH4YF+fvvfULsnC+///3v9+YsX/7uzFioI1gw5cGPzrz3cVjy8uxcwuHQa8Zy4G/TRiZ3uOL2xwMf47/+9a/bXyyy5PxerW9MNha/nB2vYrmT9Ic//HFtzn7Yef72t+c5taD2ca1mxp0XfJF6OZ/ev/9x98UhW2zN2/VIfucOkHPPHYD9sfJbPdSh7+jxktn5bpD7y/zzuJmbVs3EN960apP+QbYU+ZPVn1x9jfORf33zQMZiFtf4bM7udzPCzKYxPjGkS1SMrT+CnceX61zrmgnL8So2HPb5hmtMXr7k0bG/1yF/HMGOzB0d/K6r9ztW5Oz55p99OeFw6Nk2zg5Png8Zmpj547stzH4x/ljfH+Fo+ePJ8Pf0y9xLf4hMDnO++aQPi23zodvzX9zLaDZHm1Y8RLaSEGCPf42H+xXlv4A2J28iJkBWH68Fa9yBITPOx7hikaNihJP9Vt702e2i3fymPl9Y2RazOD+Hm/3Eu/ZnjsXIptjFkSNqHC93vIXEE7SdMbnaVOMw+Bezi25jNvXZXRs9YnNt5GHjiE0yfYvNHDeH7PKLJ8dd2OexDic+bWds/fD0o+zpamS1GSsfnJy93LVILc97adbdgrUZOX3vqTl3B85icy6cYvQmYS9BnDqo11lcYX355dd7AbLxgeHTVo6zbwum1+B0fGGQHaxz0aXrZarsWlwtMPP9Gs2J3gYBd+FujmLx2XczHIula3PCl5x9Lx+xhUGnLzfH3/tXLK4bZ8UxZmMzYfNALiZu8wLDHMQXj47cSzn86Mg0MaLdX/o9l1U3cxUfDuJbnHCrJx1bc7GBoa8WfM7m4PYzCmtuO8bK0ye3zLVNkFDN2zcZOyfOXbZna+P21zXH18tW7e53h1ZpHnLk7zuK5OMcOOeejc2562QeNk9ffXVeAmNnM7xS3LFerm9lNg8/rWCDc2y/WjHPueWnMnyTND8bov6SNlaLayM3/21/O9eymTU9ePfn1XVcnfnop9ePyNQ8GV4/G2N2SF9unefN5ei2yX7Ih5++jfpNsRl/RO/YhZ8M5ye3MLIJu9jG0WP9/A7/z+tgPtmFFSfPBtemTF9NsnnML1k2YSynrXoYZ7h4uImKybZGR46qwjk+9+MVdrxcq23j3hvk9+m8B/fhGDlW5ryj/DoPn7WxqRAS9IbLCoDXKtDkUs939uGQK0S8aVY0PKpfgZLj4WfzUNyFT6ax0YrLj502McOgz++KQQcrHvb0pZt++jPOdl4PToBnt/ycHKicisG3fpyd/oyZX3NMXx6T09WSw4zSGU+c5PiVpu6aixjhhImzQzOH7IpBl80vzY1NNeZTDvn6XSBfpBaei6C7Km/Xbw6djc25U2Ohq1mk2cHC65evOzdnw3N+/8Y3/q4shHzyei1+Fh9XCXlpFkl/yb5fm50wtvF6KK82KBY1ZPZ8u5vATm3kKK+4xZqOrYX8LJBnMd92Nx37MPD8yBFbORjDEguWTZrWG3TZaTYScoPz29/+bm8WvGRjA6SJYdPzz//8zw/nAFyEw1ZX/mLanPjIt754dDBQ8zaei6j52mjJZb6HJxvz+Zd/+ZedTzhys3miSyYfczp0ziHxfTPz3/72152HY6wG8jVvecqHnzyM5Sl3vB/YLGc52RzzN3djdw6rSe/DgkcH0xf/eYnOhujrF94b1JtX79cAsaoTrPq4Bq9+to3FmcSWDZyw8mGXX5jlzgYZz+O2heuBH8pfnx0iy/9s2k7eW7keivFm1U2+5RfnXz7h8J39sK78alN+5PpRdSHXPJfLJdt0P4cx9fnAr1+87IqN05WDerC5yhvH+bCduPq18IwdC7bmhJ96Oheg3a/5E+vY3I9reDumc+6GYxw9fOAowWfwz9rYiHu+wGoV02DN1ARQk8SbZLKp7yBcZWw7iHjFZRdNG7KwZhxy43LYhV3jST2Bs8HZwZtY9eMzP3hhJy8GvCtmNvhVF1Y24l0vCGSPxSODh/jPC7Qxv/LZRuuBrFhxNlOebfjhZkNePsni+cK+PuHZaJMaT52LvTtZWcKK9D0pts4DTDVffP/S9v4m0Ps5UL3h+6Vsc+lCilt8fJne/aWos6BbnOjjcNjul67WSxTygEnvr319f5WzefHim32H4sf18sVrd3/WZqqXF3yJW+8lsOfZ8xlPeHHUDbfwVZd9633F7Fiw2bmt+I7F/kHL288TqNWe59IpEaz9+2PLX7zOr+7+sLUpEAuu+msIdnXSt+kQF45FnZ+F9+/+7u+e/PnPf14e52U4McnD5sMXrk0BXfhw91xWvfl9K8bq26QUi/3ZRKyXCy1st/zEV3M5isXGPOT3Ym0AVoU3hpdyYIjFznF89SrMdVdGzZdfc3Wtc5750VBkE2TDdN5AfH/DMCzx5M0Xv14f2air2Ce+fPeRWWObxrN5kXsfqRXb3aIF/uT18oXxZunN6fwC+vox1EXwkPmqvfnqJ5ePuxG9nMo2nT69RsbvnG+uKfpnTnK/0rG7X0uMkRr8VDc9Pf9N6dhmh5c/lRpo3UWBMOd0bI8sjOZRrtNGX8t2ZqRmt3S2TbbZlFu+s1bV0ZyLWx7hsOEbhWcc5lVWrmzCzRa+eHA7ZhNLn/+V+KNyZgMrKt/s/LCqwrg75vp45IfrZ998k+Fk6Y01lE7/Htno8+jpy7dv7xX+X8D6f/7H/3jyf/zv/9suRhe7ClOyTWLC0U074yaKGyfjV4HTkdFH+TZmPzE6+NdcrjHy6QLHvguqGHDkza6c9FHzKYfkMzf9KL3xY3IyMYojdouJE3fiwtLI2PFJNnn+YpKjbOXPP5ytXA9kxWPTPNnxpUeNkyWn06+x08KZ8dkao5mPMZ8w/dr0vhW/LvhIfvTIX/ItQDsm4cjRtf3kcDY7xfeRbndsbBa6MODuqpxfwT4vH6Xj9/r1ef+GlxRawG1Qflw/FulOzRd+lHI/8c9LQeL6FW0v+Tivvl93Lb5ZL8GQW4x7ydHHWR0rC/IPa5H/Zv01/t16mUZuFrDXazH97jffrY3At8vm9Vrg128uLQxYPgb95fqK8z//6c9Pfrfex2LD8y//+q97M/D12hCIBcM8UMfBOa9e5kHX8/nU6izozi2bD3nYfLSp+G//7Y/bx50p2BrcNhHmYXH2Moq6wcb/8Ic/7M2Jl55gT3tjL0/tY7DiOYTuYuB7UVv++4sTV0zfuLsO8n7/gA2P2PK0MUMwzK0NrrzdVfn667XBXHbnGL178lufalq25mYzqr1cfT81wc7xcVdkb5pW3xknHy8DOe7m3QZBPW0yzvtj3u+5yUs9fV+QGsrR3Re57Z9cuB2DV+sY7F9pX/hykK83VDvG/qnfd9/95gk7OcC18XJ8v/125b1+6fzZOvd+/7vf7nPk1HzpVz2udzrO8V3PuQXk/Tnm5vzc33y8akFx8hb+xPe7Z+btPFWTL/cb3s/c2CBzipI1xsvpbFAWLuzR+GvskstDm5Que7rObTLnERs4Gv9scYSziSam/rE3f9em45MNn/yzLQYOtrhs8yu2XOV4YtzXPrbH/17PHWfluvnyC6u45Hx6XsJA4qNibP+VWP50+nzrhxnfivXQXE5WC2P/EXew6TQ+Nv7e4O9csvmZMctHPC2fYjm/yf+v//v/ffJ//vf/XuhP5p90x0YCJe0glfSe3O2AyYjNpOuYjk+Uvsk2efKpyz4+MaYsn3g6Yz75mY95aHRac+Qzba8nZfqwf47Dg1Otfslv5leO5VB+cwyLHFWz6RfeNlgPckH5xMn4N4ZRnw7R96Q0rk7Fa0yH+NeM1a/c8epCh8IpLk52Lr7ndqhxdaR/f3tyFccTay9otyecCzGf3ZZMDvzffvRR63XXZS1OLgzLYC863v/yzktR7tos2zYFYaxZ7VxPjvqdn2exsgk7NT53BvyKtLGY364vtrOYb0zx1mZo31VaKB9WHl6G3JuApbM5YGf8l7Wxkev+i33Zymu3tUFg4wvzzJNMXuK5yFhM4Zxcz/GSh2fdxyU3p+mzxFvWnOls4uQJC66F909rE9WmpPfTWLQt7sbepyIOG5sVcndb3MGBXVwbHERPVk3FRbDkb367LreF9dn6TqA1zX0R/biOHRv+sGF1jhrTycOm0Phf16e94LHTlx9750CbN3NRP75+q+rp8kPsbBYcC7k1l+N/XkqCtxcax2DZt4lSv1ermdvGWPzFOhA2gM5vm2x3EDtX4J9NiQ31eZ9XNVWL5bjrJdbLH7zPZ9Vw53W+rHDfyVl4coOpwVO3Vbl12qr3Ov7L36aGQv01tbSA+ff0GbtzXiyI1T/XsmWwzzm2sONy7HyLi3j692uvscYvHgaefOqmXJzi6heDvTlPIqtlGz47MmN4+mzdOcNPzDP/fHB0anrsjJNf+8bo6k9WjPr4pL7fhR2aMZLh9ZtLGOU4/fQb53e1T16Nl4P/N1KX04Wza7aG+rJUf7Kex1t+q2X55Zet8a9Fn7Sx6YImiZJUBP2KWIIz2fTpcH754tO+gmaTH5x82Wtsku3Oekg+MadM0c1FHBcHFyk4Cr0vHAtDrOLlS88Hkc1Gfs176stz+uonx6e/2NNfP5tizfwmlr45ss8nvXHYZIgMiQE7mvHzw2vlyy7Kx5g+7HzIp8y4E1y/OcUdDxeacA/OwTg2K/bKaV+Mlr+Fx9yzb664Y03ueFuw3RWwgJGfJ6I7AWp36mdB0vg6X3AvQSAYiK9mEbSQWRjlWJyOFc7HXRJ/fYvXy7n+8rfgWvSy4d8iLAfy6iTn7jS0ebAYyq8ccSQuv+aOm4vFvWPCVj50sG1g1F2ufNmx4SMuTOPyOrU7HxnnX9xZI/nBglssdmI1Z3GKx844W33xxUbiqzUSU2NLbx7Z+iI9Lx2pkzhyhqW+cup48SVD5qhfo5OXmGRwyOReLfmRi43eLXs28kBiyq05vXx56kgH110gBE9850Lx5czX2N0neb9adxC/dGx8Wd+Hr9f8bex+uM3z/rKg+PLEzcHzZGWznuzq5OXU84OdJ08LlTo4bzzP1cN17f6cf782/et0velOHTsm5qZNkjMZrh7Z8Kke5q/lG+eDGocbxtRdZfmEkW1y8SYZCyf94yPnY1HtfwkrH7ZzLhCMmyu79OUcPtv0+unLuTEdYjtl2Z1cjo3H5PXzK2722c1c6eSL9I+vOZ3zmXz+YeUcyyf7iVe+OL1zAv+16JM2NrMQJSipJiO5Eq5fwk3yOgn2Hfhs8eyufuGT66NkjZNt5XjIp3wbu4jKYcbSDyd84+Q/Z5sPjmZOxp0k+ii8Dn41nheBY3ke4bFZwPuvtDCuccjJtGIchPM45fTGcmtBmbb1mzPbapiu+sXZZrPzzfDCYdWoyiPuMJxb/ueieGwstmfR3rfR360Lo3/L+LwXYD0ROS6y0ZGLjYzvltH3UoCXIdTY5qaFat9B2Rf88zJLTzo+FpcWUDX6ySK2FjN6T3/c4qYOHUu27mQg/eKZIxuLEuKTTkxxcHKYbNUUT2cRzI/cAuUOCb1FO3+47DRxyc0PwUR0ZJqFFcERAyZsfm1e4GjGfbwblsWZ7N///d8fNh+wo/IQR71wONnwR+JVczLz05LRGzc3PrAs/OplQZePvk0afH0yOneRzMdcxUfsUPOADzMML6nx7Tibd/P5h3/4h50b2/D468OQp7H88lFfcu/7Mcc2YOUtFh8NeS6sk3v/33mtLxNUh4mvPuy8B+j587Nx9xKaOznind+kslmDezaQ8lECLxfJdz2TFj8xzwbHU4oNn1Or9Wzd9WPffOU4+8aIrDnoq7tWP585pueTbPqQG6PJzWPK8g9jK9dD8RqfWM3jVuM1v5XqpqO/x+Q/MdX/3BU7cwsX55t/cnnKzXGOsoNLb6zvmNWP53Pl9JPmGFZEPlvyYhvTT59q7nzo037ZlW84fE9NTsxw8Rrbq1/+n8o/aWMjWEnhkX5FutqQozhbk8k/OR7OxNjO44Fdton5PYYXTlxcB8eFwMWni1wXBmM2UbhxujDKe9qWW7JskoeTPp48npyfE7+c0u/P/y8j8mTFMr+IjH7y8idHdPnmB6OYZMVIZlw///A6+fnp98S9xqBH+afHYcXX5XDfGt857AvN7bxbp5Xb7+fj1C7eFun7uVY+4cuXjfF5Axz/2onxbglcvMNk27licbdguMg0L3q4227J12T3+2dauCxU8mgh3hNeD/w96WeDb4GD1aJmM0TmvCSv8Xc3x+JqYS1HGxkLISwkN00cGHKRE1kfwWYHj6645cVG7vDEMq+w+IjLh04jK1cxYLKHUR9XQ1zjB8M82SE+xuRnIb7/eGU4YvO1ESFjqyFjufL9+7//+51TL5GpDz18OSLzZE9XTHJ6c6rB8+WFasjOXDX97h4ZV7+OF301tHGpVvBge++Uxq8ashG/489WkzubdTqs97useq9N+nmZUj19k7M3fq/zep3HfQGkn4H4+uu3O0ebuOfP14bhqY0NTN/Vc86x5m7jcmqznodruw5rz2WVy2ZIHH+xI/nUjKupfsS3GpIZs8NR/sbXfr7ZTZtpO/E26A23/pXLB5XvGcvnp2tZY7FQ8SfXR0yyi2/F1t1x82WT75UfvFPbdOzDTRafcfKlM6/mOG3oZkuHz1oWM74qsHI4m1vY5Nnrh5n95M4v4+ln/GvSJ29sJFFyJlHR9CP6xibhCds4/8Z4/emfXbK4ePB/qSDw0k/s8rrGJK/YdPrFD8f4Otd0HbAr/nW8QdcDeb5kjaf9Y/r89+vit8GcX3p8zjHcGedqkz3+2PHK9zE/MjVTh3DI+JBPGTmasvnE4BPpNp728rOAtBhaBIynbYsArPDjbPXhaG6/H0zvbbEBOn/Zw9OK06KV3NjCipu7l5b0y0ff/ONi8mUrHlzz8tc0OT95W7RRuPonz5NzuVsk+cODZfE01kf6iK8Gu+MBY+ro2dNb4N2hKT92Fm66YrEtJ5sCudtsqYcNigWUj3nJS+xiwuj40JunWFqbJfg2EMZTz74c6cuZXJNTdRPHS4dkcMTUNzckR3c1bFbk7yWr8jSn8haPXCzY+uHBMZaLeWtsOkZyQjBQ+hknHV4NcL5wzIOu8dF5w/a6jK9z18aMjUbHtrmLqV9u5iX3L9f7e7w52pvPT473Rel2aqz5rs3H/mNhzeF2eVcDhPNrnGxyfcRm2tdPFz95GJ3nvblXG7JixbM3DjPZL+WWP8xILD4O1x0v7X++RtM4l6Lje451svg1l2ynvJySXW328V+AnrX7TLrVfvqJxy9+xbrP626zjW8P15hhUfNtvvtUXnHkVPyw1VF/53vLxfmHrvjJwthGn/nwSRubJjonZCImLPk5mSYxk2/y0z/M5pPfL002XbZ4mC4qydnpo/ry9SR3YeFjnI85sGsefI3NT5vyYsDW74DOPl+E0+cDJ6xtcHtgV2OL+KF8G4e9lUPPjq45iYPIiztz3cr1EN4Vv7j5s8s/Tofi+vu7CZZ82tSHMedfbBzGYouHJ57NB935tIyLs2N4NhXn/Q7FFsMndvrr25gfTP3VW7VxF8FfyKe28vVXq0/y+MFCZm7Js7VQiOX4y08ftyjCs/jRWSxerQXGvMlb3Cx4zjULp+Yc0+C0ePHnUxz5sFUjOg2ZkzjG4rKxSJeLPh2/chWLTCwx5GOxz49tOfFBcPnYOKU35sdfHxZ7dWez57+Oi7nyY+P4kPNhH9FVR/bz2MnFuPqYm3zEgktnLsa1coCr7jDkZI7Tz90tOhsuL0PJyyeQ2NrgyJWNOB2b8pGD+fjhS/ZwEU4nX3now21e/KsVnRwntrFP/Tn/YKmxnOSOwpOTBqt5frVevlohl4/35Jz3+3jJ1Zul1U2+ci0HfvDIfvvd+uSdLxj85sv1KTBvbPeRcee7NyCfYwAb7ZekVt+4udj0LMnO2bxr5qA/yZi8a1K28eZUreVHlp+8+U9sOlQ+OH9tH5+le7uOSbRlIzdYKH94xQw7HsaMXz50sMs9n3g+eDnSpSe7UvrmsRyPiTmvtmPfZGojNiJH/Pni8PWTk7FLlnwbrAd65275ksPQwn++7hR+AefmRJ6OCEZcv3F2cTb66bfTZz580samhLpoG08yVgCJ7oMy9CUfz8+BmT70WhPWn4XtgEyb9GHOcXh0fBuzmZQcR82lOXbyPGbH3jxQev0ZY57400Z/2hUvXs7GGvt4OOnCSY7nXz5dJBrj074+TBR2nB6FXX/q90tl8rw9IdjQ54PLowudvFsI7rbH53yt/PntIRuaFXlffC1MNjtum3uPijdVuiB/tf4CFevNm59+6kY8C06bGtOzwLiQw+RzFh7nib/s6c5f3vKzcOFw2MmdDwzkPTs+fm0eZC1I2duIWGyqgUWUHQwvk9Chxnj1IXccNXia88kiiHBY9Lgc5Jo9nHTqRq/BsFj2spS+GsPoDo08xCPT4MLjq5GZE3s4yKJso9BiX3w6/jD54OK1CW1zREYHX23KpY0SvO6msJNDMWCIoSZk8jBuXvRIPTRf1CdPc4dD1rGTIxkSRzNH8nMunbs36kOHxMpGbLbG1VtOCGcL/+uvz900dsbw1IRPeZpvc6X7y/d/XhuT9dUA69fB1cmG/OXL89MTa3ZrfF5CNC93BL28+uzZuSPoJSrvC/ZcQR/Xzzu8/Wp978/CtcF5+tQx2pqd45mbO41nw2FsXkh++s1/ey39tMk2O/POlz8yh6lno5HRwauFV0zjapWN99tNzGxh1uc3sejkgzsGdDBgZzePNRl7eOT6PukWFSfcbOnT6YetzzaCuZT7OuoTUj71qeq78kvOtjnChgM37LA2Dr+lr4nBjg1eDuHQh6eP6JbX8nFynPVuxtO/xuJ3patPsa92nzL+5I2NQtQkWCFKjqw+XnGTpcfRtbBkdOkb4zDyn+P/mX22cTjlhjcHehResbKf8nS4ObDJt3F+W3F5CCs/vFqEQ3ZOpovzGuZXHtOXdb5xdk46dj0ZsmNTu+bFhs8kNtVsxnex3thLD49fvo27SJBPHLmxObgn5vE9b7b0V6m/pi1uFh4LFbLA8OP/7JlF14bpLEbpxUE2PhYxd2rkSW5T1BwsDnTPnsE479uBTW/BkY/8Wnxg7oVq6enYwq02crLIy7nFmd2Z1znPTl73DbeFtzq0mIkPy2KNtyjaDFk8ycoNXjbyyLZFVi5qJk+bBtj5iieGxbB50jWvaiEGuaaejfkYF6PzQQzHLH9++dA5luZd3bZyPTR/cj7qjswPljj81Xafd0tGXk5eGkPw+bORh5Y9DLhwcHIEs7zxcpu1hmMMn414xhqc63lCjhw39mJ7Phg7JvDI2ckXLrmNjFqQPejcXVx3XHz3jpfQWvTEPRv98/MZ60qwIp5PlJ05O9ferx/w/H7N0YbnfIJMnO9+o67nrtgq+a6leiLzz18eNXpyTe4ayg8nq378JmVPNv2nfNrDq7GBFza58fa9xcyXvFzoH+ubA+qOVT5kfJzP07e49Cu0x0fnwEdjXz+ciZGsOchxOQA+fs4fz4Ul27qtOQ9X3LDYwUP6mpjFYNc86Rqzr5/+jnnLZ/mSRfxRMfAwyZt/Mr7J6H8N+qSNjcASqTDGkpsJnpO/BepMVGG07PEm1+TD3UZDDzsburCu9vllT4+MEQxk3Ak8Dxh5PtfctuN6CCMcPhqcFqQWErbiaGxckMI1DiO7ZDNG9tnGs8U1eeeXT7rJ6TS5NNedyHowh7CKE5/Y9dmm3531QLaxxbk9eeAi8YphDIdMfZ6vi+q7tSDSJ7co+A2eH1+eT9wYWwjccdB3u/6HH85fuOd4yuc8iS1sFgt4FovqIz8LhBh8WniM6XDHz18jxloEg46/v6z5O+b5mffLFde4eaSzeOnLRczuUJAh9hYx2G2AksO16MiNr3nBY4vkpJkzPLanHkeXXAwERx3FQzDlheDyZctPg03WHNhVC7pIPmwQLm/YiL144fOjI1dDVM2yEZuN2Da08raAmyM/8mpgI0YvJhwcDjtzRdVF7GKJkR0fts2VLyLX4PObc9ZnFwZ9OYsnPzZ+BJTOJtd8bTKrrzl5qadNjTgwi4Ubs6dD1UYtPq73g/k0n5ez5PHxw8snP643EFcD/Q/rm42dN847/ddP1xuT1x8ANjVv1nc3uXPz9dfr5TD5r43+12vDI8+vvrJJ72Wp9ZxesX2r9dNbTaqL/NTN3OWrL9d5fhvPZh7NR58f2nNa86KDi4pDlw+dcX7bcD3k07gc+M2+MV+t/Mn8YWTs5Ra6/PjmHxeD/rRzHp+4KnXPNbv82F9lxsWY+t0Xm361+f7K7K41gEVXLbLDr/0p4zdzqD7ljR97x+Vcu9JVq459uMXL7rHxY/nL5VPokzY2M1lFk6w2EzOeyRtXYH0UZzf7+SWn0/in41/ByaY8bPZaxS6/xnThFp+vJ1C6sPBixMsrzs8B7aDGYUVkKJ84TP1ya5xfMfNtnD/eE794ZOxqxvmHS8Y+vOTxKc8/HT71xrAmXrHJ+HcM9Kdu94fMQuDC7c6BT3h8/x9/2xuJ/gptAXARdTF3IbJoqgFqkTFuUSs32DYlLvAu3LDcoVml2v5nwfAerXPcyhmufnWoH27zc7mCIR/YcmkjIi57OZDvRehWF7Z0fOUNz8JojrBsdsSkZyd3NvycV8WnU09jnB2/aornw698xBHXBoEPO/7iFVO+CGfDHrZasm3OdG3OyJsbX/ZIfsU3Zofk4ZjJSxy1Y+dj48bs2NAjsZKJA1/dqoNxMXEY8PIxT/bkzVnfhqQakuuj+mSFI+8AAEAASURBVI3VQCzYcOVGJy/9jic8dapWV7s+dQQHphzg1NREbAQbsVtL15NvvlvfaLzO4Y8fzx8G796dfNiIx6/nwXkJ4TwXv12bFzo5ir+/DmHhvH3j25adG86jNihdc1duq17IvKulsVyrdfpkzaPjTB+R8cPNiS264mcf55NtPF3xYKD0xW8MQysWWy/DqQXb2ejC089vys5x8NwT85zXxcLZNoaBzpl/z/FIj2/xA1QfcbffLT/HACZ52PzE6nx9wBFv6dhNGbx8m1d6OMXUPw0Gr4N3jX0055GumMWdejKYvxZ98sZGAk1aUjNZfZS8vsTn5LbRepiy+mzzJ/s5ontMH07FDitO78LRwYJf8fMtB+PZYCCyScZOugg+Yg+7+ScrF5xvfPbZXuOQoeSwm0cxwmJXHH2UnycD+z3P21y8hss+zGyP588/sitmPsVtjMPNNj1UfYsScsG3ofESieavyffrY6U+pXR+QdnLHmcj90//dH7EsIsz/z2f9c20L174iQIbm4N7FhS1duH0pHd8nGfnCWpzJAdNDpGLvrzh0jmumvqJy9acHPv99f5Lvr9XZ/mkp+OP2Nb4wsctOBYsi6x6hOulDbHI4WjpLJawWujE6LiKLW/zlq+xjYd4qJeafHkdnThw9DUESy4Tt3NDHvpR8nIhF4+cLTkcffiwsxXDpk+e5qPO/OSu8dP40ZmDMVt4iE5dYMIh19g0zpeMvxh8xC9/cn5iVEt6fUTfsYDD3/kaDtm5A3PmYWwObJD8YDu3bdpsAM+m57zcVGzzkZPYxRFbnI4nPO95sQl5++psTMnoZx1gweUPC6YF2KeiyLV373qD9zn3vvzS+e2Op0/suVvYc2v5rhwQLHXBkTiwI/0aWbHr4+npzDesBxt4K29zYttxwq/+fIsR55Nd+i1YD43x6NjfF301Q+VGP+3Lgw2dcPR3freffuwf6JY3p6pXnJPPg+VDzklgylEe8XT5sqklY6NfK7c4/exXh4kzsaZ9NZm29NlPXLLs2Pwa9MkbG8mUfImYOPk1+ZJOnk1j/vpNFr/aXLH5XHHJJoU3ZfrTb+aQHJ/xxQ4Lb97llM4TnF8XkIkt7hzX5xsOv7CyN9ayj6efY3nNiwxdePWzJxfPuPnAnLFmn26Sp59/D8/CmxJeMbJPZp5a80zOTg4tTBYALzt4uclfmfvHAdfdE987cy6c980RLB/TxS02LTj7TbzrIossGuKi5oRbSIu7F9hbnV1ALR4WQWRxLmdjOZGx4e+r9311vhgWrB+XrsU4LP6oGohvLpr5Hvz7XZhtvB7kZU7mwBY5xuLKb55zdHCykyOqzuT6bOC26dCHJ/cWTfmrj9h0/OSshcmfHMml2DZIagQPL19zlwM7mIgMRvOBb6Enq758tGzVgj3badfCB5dcEx9Vp+ZizvDwiD0ZEltfrpF45UDOnkxcdcpXLYqDk9fUhB+bYqg1vPN7Y2eTYQw3fGM1YIvz1ejF0CdH+mLMvLZu2T74rZwcyQ/rzfFyUwfY5wv8/EGwrmXrpdgXL1+szdc365h4Ceuci3DhlRt/fTHLoTGZZny++PLnrw9stEnG5of72Qk/nzEp/GTGUbrik8NJLm8ULxZZdnSaHLTwyfSTHQzYt1zXdwNlC08fpvYYZbs/cPHIHA7+8YRhXI64PBCcmZvzJlt22rRzvPgmz5cNGbxyS3ZsjzwdHkb4OJo2jcPGxZw5bKfPfPikjU2JdFAlV5OPiwgi2xcUstVXZC0y4SYN80rp6a4x2ebDTqzs6ZKRX2n6ZfuYfcWeuuZJhuaYrMY3fzXQmr/4YW6Q8ZC8vK9jpuHqs2MDG8+eTh9lswfrgVwO5B2P/KpN+nzEDI/MRcqm5vwY4bEK4/xQ3v3Jsjc/6zCIBzcsY4SRu+jazPzr+gFHb2p08fcG4PfrL0bXsx/+dj5m7If/vv/+L3shsIju+a38PEkP/lkE3qyLix8ftADvc3LN2+9C6fNxIXdn5eG3olYur155E6kNwLlQwNTkZvHiu+u3/I3pfOrLWQ2LDi4786y+Z9HwG0t/WgvF+fmA7bvi8LGw+ATLuSN13kRLzgaOv+7NDQ55C6S/+KupHMUzTqa+LWbNgQymRR+HiZoPO7hhiyWPaNd75aCu8mYnrmbMPgx5kHlfiSYef409DH121ZecXSS2XG141BW+mMWx0EY2iTY+dPDgqldUP19z5y8enVyv8eSHxIaHxCHvfNCf84APj8x5rDlX+afrWJ6XJ10fzp2fg3k2RHI55687cecuIX945ulHUN+uN7u/XWMvyaqLbP0mlWPgawfERerqvTPIj1juWvpxy/XvrefZ0ruL8/btOn/2F/CtjZ0/Jpb83f50oM2NzRXf+9dkWIzF3LVd8fqKB+N5HF0rklXHnczNl05Okdpl705yYzJUvR9slj2a2Cf+OTZbuR4OTtfHc+6RIXen4HkJrk9Ddn6Rs+uYG2tITD7rLNmyqeMTfvaTb/3yxPudu/1J0iXrvMTDEKsclsm9Rrc4xc7X+OR3X2PJ6B1zfdhhFicbPKq2ZG3i8o9nC0ebcvGi9MbFTPe5/H5F+C8gVQyFQSa7J7D6yXYp1uSzPYW4n5xzwk0cjv5jBDfs4sEgywev8Mkr2JUXg1wrh+TG80lWbLz+9OXHfh648sr+OuZTbH25X/GTsYvq42GX65RVCzJ9XA41Y35hGNfI2Bmj5GewjrOFf6maU3wh7NviXzy9L+wukjvm2uGEJx+1cuH2EpCLtV+s/ud//qd9B8bLRy7ovlF1Oa0L+eLrwrGe3k/+uhYVn47ykcof16dCPMGcNU5mb3yE2XFwoXbBWderJy9f/XXrzlfKrwVsxz9PbH22LfY2VGqzSvDk1cpNgL+ujZWF48VqPpHgIvh85bbntsYWjXfru3Zc9L0XCLExP4uXxUhd+8Vr7+Hpu3n8erKF2Jw+frx/34u6mIu4HRO1m/Vjg9TWYuZCrM+vTYuaIDINFju57wVwYRpbBMtVTDo28PAZC0Y5hQXbgps9OZvy1adrDvoRW+S4F4eMbXFsPPTDmXZ8i0Pu+DWWlzG8c86dTTA7jR0yX7by6rnB3ljM7MrB+cKOD1/HGJW3Pjniky37/4+2O1GX47jONb1JECQoDqIku+3Tfvrx/d+K+/i4bUuyjy2JGjiagygOIAkCQq83oj7sYBlS2yB7AbEjYg3/GjIzMisrq6rYyPf3xzw329mzMrbVPn7sK95qWm8bzc2lYrfv2B5+NHNdhPsG4LF7dR4A7ph5cS6gZ+++uX/5RXq+8Zw8H8yFyuP5xN+9l+dZmYnr3ovze1vzY5ffPJpPZM3bs998NfXyjcaPX7558PDr+cX5+ZTcfC+Ot9jEcu/e/tVzP6D5aI5Rb4XJ+e48ZIxWbJf45Lm2+eiowZJderrtA/XkiC4yX7Lpr21h42nyM2enTubrLs8ck9tuX7BYuPbPAairbetCYePIbTxPa/6f73jkU2zGSHzFvxjzByZfxYwvpmta8Q/zeXlMb22xf1SrE/vaB9uocX12ejyYqHl25uWkN48ah6nX8LX4zbPTt/1g8k13bZOpgXHyE++0/y7jZ7qwkURBlVC8El1BXfTW1eclqQpYkvoSK5F4etQGbq44+SuOMPAbszVHJ89YE0uUXfNk6Z49HXK+w6+/tm9enPSM2Rs3b6znKx1jdPpiWzxkFhR26OyN7VD6bJKHq8e75hdvmN/SG1cOQf/WfzFyP9264Jl1wTZ6OD+sx7+LHPYWYWO+xOyE4pXvJ598uu5kOCH6PpEv77tY2Se4R/NczZ15JfqHzz+bj6G+OhcjX938/pNP1gn79flyMXcynEyqgQsbsdvn+HFieP3112YhnmcQZrFTh1nZ949VXu7MFA+fD8fO20qPJrY/zsUGcmGyXslPLl4JPz+xfzmf1Fp+Rk5/nK3lcD+n4y2C/TaSOuw8vSXy3M2PfvTGOvFXf/VhQ18cMMXoZGcut8bn4kDP4g1b7giPP70TLnl3YfDore0wY9gdR2zNuyAx54sN/3BW3YbPBgZ52LZBfPpqpRnv/G4fwqSHl39zfjS54JOng88fvjrQd7FmLCZz8dEz5xcPpZNcvOHAT88YkVVPzx/ZN/nWzm1CTy3ZtW3YpQcLtpj4RmxcMHahCU/D176eiw94P/zhG2PnmN5v27loETd8d/QGafnUOwkvvxxMjDOZC5WXn2z7eQNp/zL5iNcF+fj7fHIqx1dffWXdiXGX0rE6YUxMd+bidr7Jemz+8Nk8AzTxu+vpWLfvfzXf9/TS/PzCvXl+7bW5CHaxI1d3ae7c3evp2hYzf95xPxf58kPu8j63LiD29l7M+UOuFurX9q7uyZLHP/twqicMjVex9TtxsNTsSTwTLpx9kXOJ0YuguUhkzzb/+dC3v2zb2zW82NVw2+56FCssY3Gi7I2L+c7I1x3g2RfIUXk1x8sX3olz6hQ/ffzTplj0tfT0KL/s6Hy7J9/PPW7t233enD4KI//mjYsVr7aMvoc/z3RhYyd+PMGUaHFIpsBLbBVkFCw1xiXD5hy3s+BH9J9mQ7fi0LUBEV1EFjbd+Es4f8I9408/e5jh1GcXHmx654kl3Xzps4uXvTn9U54szOZ0G7NB2Z41p5O8/MwtsMn0YZ044ZGVP7k5LIubs/e+TT21FsYu+Vq0ZjmZ6WbQ368mJz//BgOtOx0Tz1fzjb+ffPqH9bbTRx/+fr0FZeH+6KP5wrFZQO/Mg70uktZCNK+quPp0nruBuxbmqbsTsWdxnCxsC235HZ0OlB/+8PWVi7sAnXTJWtztmWqjOYn4gUyRilc9nLjYseHHBYNXqV71kq1aj175tS3kioqHnoWAD7ztby82bN3lEaMxOWq/7uS5MW4XRTr2EyctJ2H5u+OiZ+Oj8LB624Q9/HzQQWJBsMjwjfVnXfGKSU2qu+3Aj7eKXFjwwzY/5vnuwsMcNp3GsLv4qAbiEp+5xqY4bEMxFDPd/IRJvzF9ungIrrGY9Obk4hC/uslJTLZr/vUw6Wlw8cRlW+Cpj32FHXw9H3hihgmj/YU/OC++uO92Objy5y08BHvdxZw4y6kc6PKz9s/x421RuvhtJ3Mx8AVL/9nntt2ug7eUrO2P7KOjJ3dv0+phGP9xvlrh8b256Pt83l67/+X6CHtvsYlFXEgNHCPrrRUMNZs7Jw4uNS5vInOtnBrHh4XEHk8vt/yp/Tlf+GPjizfTIWcXmSM8OmfLD5zkdMMIM7zT9hyzSbfxtRx/0cRQDnKmVxzkJ07zsJb9RafaJgujWOk2Tnb6aqyvRmzCa6x87OmcPsnDPXv2tmE5pqf/vumZLmweTzIFXEAlrSdrnp45Mo+uedkqEjptySrIiZ9eWNf9ArpgXY/baePXF4d5PuPxza4NZKyRnzqNYVyP8a6JDhx05m0sBhRO+dfja/TwnqYbBlkxL8XjD9saPBRe/Xj6Fv9bOpcLmOrBxgHaQQrSK8Oet3jn3XfWBc1X9+fOzSySbqFb3NV2Ht6ZucV5Pwfy8tydeTALZwu53kKtsbHwahb3akHHgmfuJKWRW6irNZkF3lyN2GgwycTiJCUXdnTvT3NiwKdTjnrUnQ9zdjDEwYe32+Abi4Usf+nCJNfIsifXEB0NuROQT5iIHp+dzMRyjZN9+wZ5PuRZXeDgk8OjXz5wjWGpvxO2kyv98MUjFzz5RObh6OGT4/NRgwcXkRuv7XC5oOoigT9+xGRMV2+OjNMpHr6MbUtN/Wz7cg+vWNJ3l8r+4M6O2OnT0Wuw4IiNHMGSC5JrcjhihM2WPiwkXjxx4Z37HHl69kf45WzPYEfOl972oaeZe1Ew19Pjb++L8Ja/idt2bptUt35Pyh3Kx48m56mv/Y5PcamFfOUjFy8AHk8MxjVx8W0errjxhvFk24klG2O66OSZsyODUZ50wsRDeCeFd/bGtfRPeb7CS6c+W3050o2f/+b64jSeIFcO4ZE1zuach1dPxibc04YsW/rN4z2tL1+ysPSbtp/Jbk3j1591Zy8uzX6uhU3fGGW7Jt/xzzNd2Ah6vb102UGLQYAV1liTVIVxoBiXSPz6cPR4Z8vm1DFWjIp4yq59w4oaV8jm5PEam2tnLHI88RvXk6MT1/jEWgoXHXbVLbs/pZvd2eeXTRRPzU9+cv0ZH51zzr648J+0sXNhu155rXsb547twNx3WeTjvWu9W7MWPwu5k7CHgz/88IObt9969+bzz75Yd2a+noX0y/n1YXrPredz5iQ2FzoW57VYu9AZGRIXrOK1qMZ30MiFDuJLDcRhQYcnBvbm1aeDLawdxz7x8oNv0W472ef40MPEzze/eHzgoU5wTiZRNa+2MGAWe9h6OumzF58GXy+PTsrk9PliU470ULHC1fJJtxjyaa6dBLuPiuPLjW0xFSseYo+HwiXT8Ku9esHAo4eMxafPR/tEdSdnRw5LHfgkl7tYbT9zDZaeni/NM0Z0nfzzY/9A2fJDR7780BNz+Yk5XDx6yEUCXfZ6VD7lide2pBM/XvnkT77w6ZEVj327ePjTxOTZGLG7sOpC8fXXX53nxTbG/Xn7V55q8sYbb8yXB/oG5P3W3wsvuAizP89D3PNzDF/P27svjZ4LnAdzjK4L/jnuv5mmfq6WxLaeXZnnatCZ/5T/SR3ESqaVR3HHlysqr2on58bhs8W/xXVS/bbtaQOXDf384qG2gXGxGEd4CN4m66SRfLYN2XXjJx6Mc8xneZVvfszjXRx+K64/Jzvj5w/RDzteek+bb97OrZQ9Q4h/tuqIB6+47X/lliz/K6BA1+S7/XmmCxu3KQWPBCbIgi+cAk5OJ2qcDN+4BruNdOriX9uwxS+G5NmTh2GMij27zb39CyNie9qTZddGap6u/sQIq9ia6+PpGyeHAxv/mk79/JWzuTEKM1nz7OvJyyO7enho9ROK6f70QOO9vcbbE738YVhYfZT103nr6f3335+Lmo/nOZmP1heueQbGLW5fC39vbnEP4lpQ1qc6PIw7b0Pxdf+rTxa2hbOaiMdCYGFFTiAWfnILtOZgMtcskPTljK+nD0cLFx/Rx4dj0e+kwhZfjnS0bMicEJ088kvGL30Lfljh47MzV6vsilnPjvxc+MRoLi4+ywG/k54xPoJDvzG8fGRbrPTiiReJs5OGu1/m7FH1FD9+9TA+/YdRrmzptt1OW75q9MqfjtadDjFo/MAqJjrycIFHxp5crOqDuuPAJt/p8G0Mo7qZIxcK8MSNsoWjBnzYb7KnIwZ6cPnXI/pqTM4PDHO69nd+ys0YLx/JyJF87At0+OZHg+f4KE727h5+8cXsk/O8DP39/MnOCa66ufDbtdoX6fx8OTiP5pmgFye/H/3oR+uoVxV3cJZs4vf2lAvKu4PrLa7HkxefotwP1e56wJOvWNdHnUeOJ8741RzfGB+Z1+Kxw0PGsxlmfquLh65xsk+mD+dpY/oanfrT9s6d29jwz7jCY7vynr5xuRbfyQ8jn2cup2989mdLHl49Pjp1w8czjoz3Q+u7NuR81cKhZ98+a0QXj65jhk52evN9ZOXtu/XPdGFTEa6DW4FdCroCvRTG+GyFHE6J4afXmE48eub1+GGcOsaKSIZOHXMFD8f8msLF5+ukNhZ+C9OJn23xZNuc/TVlA6dxffrFEU4YbNIhQ+GYk7HV8PV4xumGEQ8//eLAY7fwfGJg5p4Xmf9r7NM94ftxPWOLowX1k/lo9vvvvT8XNp/NQ8Bf3Lz7zjtP3j7ZuHNRMovenbu7Nmy88rTQehjy5fmBP4usRb9cjF08eFvLCURcFk4+i1OP6J0Hk5NOtdr+tx79TmB0xAHTAk1mzm4t0Jdam59YxjDOWhar2Npn+KVDBrt6i7M68mPsxAKXvebEJT4yOsbpGtNRPyeXfMDPJ3/dRSgecrYRDJhqW2zsNLGQicu8eLMvB3r5pSdXuDDD558eIkfm9Omwh+fEi4+HbBNNHOz4hiWW7PDI6BiTFWu46iSeLgRcGJC5aDKGqZUbe/sTG2NEX2zlUS+O+PryhisudnTEZ7wvLvYrdths8OlWJ3N1t/3UqPrrxahWYqdnjEffhSiyT+SHb28Nv/jS60vHJ4TgiG9/NH/vm+Z04f5gHiz2I6/eZrLVyMKDzxddfNvnlWns7g7/zsRktfAw7x7vY4DdquXwJ+kn2wlfDdqu5Ur3rE/2Z63x1EDbv1R+e8GTfn124ZsjtTOGQVbLTp9tNnho5bOHS8fwWifbZMmz5Q/xf+ZMz7x4G5dvfPtNWNmY5ye/evxac325s9l26rH9T0aLl1/6fHuuat3Nu6xleBo6fRdbsqXwPf25Xcn+G4ASKcBzPMy1s4PqQDSuKGfh4pHjt/OaR/nQ08mGz7D0KFl9+sn1ZwHphcM+vbCu5/js2ZFp7PHSJTspfvr6dPTnmCx8/GvbcJ9m1yJ52p96bM3Lt/7aBz69k5rrJ8Ql19N1y3lhYAwZ7+Yk5deNv1jP0Hw4bwf97q23bj71PSaj6gLHwmnhtdj7BmDffeMkw94FhLs064QzCyLa/m8PZjx5O8lYRM+c2iZ4LogQPWSR7ULHq1H7nRPLmSce33onBDFV29v4bi+GFvD8gUHPwp6NGOE3h0kHrRpOv04wThQXe7rp09XUJL1O9OzJusAIky2f9MJx8rFQh12PpyFY7DRjfHXITi4a4hNGdT9lZy3pmOth0jfXF7+82hf4owtPj/Tx4qsHEiv76nra0OVD7oh/cvrlKI+2NX2xwaJHB89cKw9Y9jl27PmgDx+pFx7bYmArR0S3Cw3zM3Z62cAhg4XIwg2PrrFY217GfCSTr/2enG61M/d7UF6Fe3DfN3uz82ybFyePHs53NV1+ruTjj38/F0UulO5O7l/cvDEPpu/LlJt54fLp+uSUWvjuFzreuvJVDJ9dLrBff+31ucv1+tyVmW05dVIpsfCH6uOZa+YaUt9yMn9io9aTc3UiQ8nbduGErc/m5GVLlk1x1Kvd0yj5HN1PYod94jzNbvmcP2Klj9gU12Jc/oTX/px+83LKXh8vHVDs+IuKMbzyTwd/t2W9xktHnab1To7oH1/23Wz4Rflgp5GfMS2l7+HP07fO/wewgARTYIJDdr/G5m2kkqpnF1V8c2M66ZnHg3s9j1c86cJKhmcMUx//3FjJioHNNWV39g6ybPRwxFJd8PKZHV55nD0++xMDD4XRGH62+csn3WvCg8smeWNz4xOTfYujOj2R2cLz38eTHz+eO1bPzds865NQe4FQD98H8/U8K2PhfmfuzLz77rtzceGnET6bt59+P28p+SVmbxvNrfG52HB1Py8UJ775jaJZfL2aszj6QT5xeWXqAWI2chCv2CzWFheLKT1Ehq+JmVxMPh3ExoWTk5yFvZzZ0HHSwWPjhIWnx2PrLkkE24mtxa3txoaMHQrbuP2tuuYfhjHbTjh0tfjwxYcnX3M4bPkjMyaHY1wMMPHEcmIWm4s8NeGLLiz47J0M09NrESw10F/f0cKjW130YtD4CUfsxtWE/8b8iEFTe7r2Bfb7BLpP3tc5sYtHN996BKcYjOkiuaC2s1j4QcVIH09M6oZvX9NrfOgRPWP5GNsm5c8evqbG7qJ4GBkmXT2iTydcscYTJ5lc8G03/ooNjw6eJs62rXl2Lz188ebTiZGdONh9M8/SuMPyYJ6x+WyegRPTvZfm2JwLn09+v5/b+uYevK9vXp/n5774fB6knruqK495e2vOcit+do7lb76xv84F/9TnB/M9Oi/M2zRIPc9Y8IrXGLXdxNt2E6NGhufuwDeX/M1ROHpvfcWvlnrNdgmXHVxzLd1sycWMnx58c7T11NY5wDFwey4jz668zxizJ0Nk6RVHsmLTh9H+RZeeRt4+F8+8Y2zHW9y362uxkLPLR3Htudpv2zMO/lcMF9szBmMy+2L1gxmRf1/0TBc2ioMEKZjV7BA2ygSNj86C0DGvXwqXP6feOQ6DTQU2jq7HT8OPp5AntrE49Sddz8myK3a9xr64wiimdLLX06826euzEWMx8YkPP/mJefLYoWI59exEKH3jctSzZYfarnRPHTK8qdYkseMalFno9gUGezjsLXbukrz19ls3b/3urfXwbov2WlznTo4F2QXQYw8Ez9xHwPnzUwQWWPuRV4HjdS3OTrxffXn7pW9OcDA852AxhVttixvPxRU9BzJyEpEHPHeM4BhXc/Fr+HCM4bizw+6T+f4cea4YZ75qctmmdNu2/LFD9C3wYS3m/GHLB10tezw2Fip1hUO3k5146ThJZWfON/1w9Wes6kBP7Ig9bDZw6LKBHw4+Cl+viU1jYw47vfxXi/jZ8luudNRGTPx24UIXiSPC46+c8PnSELl4YeKlm7yc0m170G970sEPV17lWSxqRqcc9GHq4bmgSAfPWN5yLU48WHIup+JmLxf+yweO/ZkNDHwYeheW6mcfYSdWcdNr27A3Z8OPY0He7Qf7IdB9UX73rufSHs9DxD9ad1z9nMJPfvIX6+LLw/h/8ZO/nGP1/poP2MK4Oxcsvr5BDJ6zEc8rr74yF0Tztund+UTi6N+///nND1979eYHr068Uws6cj/jqvZ4xiedtSCvyan9OpvbftefbcQOqdNZL7GcFD6sbPTm4cWHha/nan/J4kZLR18Op32Y+rYPS+Po9IkXJr644cXT1+jmK7tvx7ovNJLp86WPH/aW35438N0tU1Fjsdj32Gp49eXeNi9mOtr3Sc90YXMG/SSYy45TkCVDblxSJXBipEtmrPDpxcNH8ZvHM69Q8fTptdPSOVu6Jy6b5vXpJdOHXU+nPJOfsnj0UPNsyptPzbwFis5p01jfjh0vXPN24uLIF3wHjm/mXN81calLftMPC3/h69ZBvF+RiG9/UdP+xlm/wPz222/fvDVvPfn5ABcQLgjuz4XJbN11IfP1LPIvzOJ55/l9y7qF6c4stO7kPPhm/9r2y/PlX/strXkVeLz6sVg7IXRStODLs1xXoJc/4pOzRVQuFnJzrQsYJwsy9kgP06KntuLTLNqdBOmrSXUkh2meDJY5nE4g7Yfp0SkedihMcbHDZ1d8yU+M7MLKz94+uzZkJ1b2xQ3DWLyoPNLjHy6+bVDO+nTZ2S5hxpcLPRejyDxeJ1+1hY8vhmIhx88Pvrog+fEhNnHWk5mfPT0NZcM+DPp86MWQ/TKYP2dObM552PyXm3xcpNCrXrDo8KORyQ0eXTJkfsqLjT58lB/2Lm7UhF4Y2ZuL77QV2/Zhn925hcvu+ef3L8qz8YC/L86E7W7Ehx99OHdBX52c5lub5xuMH8wLHD/JIMe1XWyPOb69eHFB8/j+PCc2d13v35+H6ufO2Gv3X5lPXb2y7qTKWfzRWfO2FZk4NFStywm/7UEehryV8zl3li/2O4fb/aDaVDNy+Z8Y2cCOnsYj2xeI8Pd2DIeMD3Gok9jzaawGdO33xZSNnh352dLTi7m60KcXvu8m6sFsMnqITrjNl+AiyxceG7r6MVt9X9AXBpk8wq8/ccKKd92Tfx/0TBc2dqICEsSThI/ikkeNS1RfS8ecXn3413phsTt10ysW8nTbAdJPl5ysng1qrteu7dLBj9LjP7qOhQ46/ZvjF6PxOc9HNvRR8/TxjPHza2xHawdPnk39srn4jZfN6Wf5eO68O7Br9828J++ujFdzLmp++9vfziefPloXAu7g+Ei3C5sJZsW3T9az2L6wT6IuXiwI4vZTCr4kb8JZcxcf9H/y4zfWhQgdi7IDGVkIvI3gwkXDX4vryOhpbORD14VWdbGQV6sOSDK6MNTCSRo+W1j02K2aDS5/MDT6+nNxgmOeTSf99PmCq8eDF45x8Thxnbl1DOL9KXv16eINjiYevjTEF377iRg0PCcdcZ+NfjFnp9fIirH88FG5iSfedQzqpBWDmDS5IvrxjPlDxUsWkdXSMWcHj67xWWPy4ibPXv6N2SAYdNuu9KtBOZjj0ys39rYXWVgwUH468eWTrTGfbLKtLnKwXyNy+u2/dLozkl1x89P2ECf/ekQHlruV8L1I8Zau/dCPziI///HwwRxv3rL6dN9Ncrdnsh6AeQt33tLytvX6os35zSnf6PtovjDvmwe+KHDfLYRjP6smfKFqYyzu6IwvvtpE1cxcDoM09luavpmx5kUdhT9O7vTDSve6Z0vnjM+cLd1k+62ofWzFDyudMw5544evzwc+2+JrTge/Rt84eX18PsgRrPDI6UZ0ssFPpscfr8PbGOmmUx1sp3zpNTqN9XRR/sNYzO/455kubCaSGz9KNpE9KVCBVpDiOoMtsXSap7OLtjcWXnxYzetP3VNeAemd47Dw4utR8VzjLOHlT/707RREYZz4jckb6+mGUwynPJ02+IlP//R1bWd+tvTzc21Ldy0S7C4HZTbFuO4vCuJC26cDwAG079hYGF3UeEXnmRq9H7D0dpTFtgXdD1laQyy03oLyTbv8OdFb/Oi5gHh1vojv5u69GX/xZLGmIyYLsdoYi924E7dxFxF6BLOTfndgOnlYoOVjDo/9WasWeX3PX3RxgQeXPbtaOPx3h8hi0oIiZranHRt+9WRiJjfXk6kZf2HBIQ+XThjlQVZc9GHgiU1vnt3aJpdc2l5s+NdQuubs9WJCxuSIT/N844m13vZC5ZSuV7ggwqHTWC8efo01mHwgfASTHjle+njFwx9bsau3/cL+ZXuFuXFcuMzdhqtc8gOPPR/s+ET47BG557qKs9hgGneRyzY/7QPt82Sa7aYVN15+4YuDDC4MuhEZfv7Z4rGDga/XYJDDwHfM6Xv+Bq4LkdnqS98zNF6YONaz75j88sv9KS31mCyWzcN5eNjFzexZy48YNMcWPyum9RtLt9tfbVCxVqtqYP60Rr5tt306sMjq8asHvji0W579d2Mso/mTvTn7faeGDiz7wa0+XU1uevXbcW1bftQbVX966eAbh3OO4+nVJ+ILxTfPP3utOZ1068NdgvlDH+n52c8Pien2RRI8ubBVPxTOdV8MsNYvGVzlu4y/w59nu7CR5CVRvneiO+ESkKTgzSsKHjoLeiZIFz1tA+GzC/daLxx843wocLKzz1c4xZ0OPsofeXnSiRqTG/N3YoeRvp5e/przg4o7XH0xLIX5k72+cbJw8FF4Yr+Oq53PLWOV97aUnt7yafm54MDCd4HiYT23IT///Mub995778kFjTs2Lmgsfuw90Of7aPyS8L05cfhIt/fZ/SRDcYrB4shmbavx49UTtx449EvYYu/VpQPHQnkuBJ4XcEI+L3xWrKPLj5OEixP4XnV6a4w9XD3dsz7VlC9vP+md+Hxs1EWYeT+eR3fV6lKn5vKBqbVYqSG86s6Ofw3PHLZ4tHBnuHTkSE/+5UuPT36QMYz98fv9thD/kVfZ5RsWPHZOSNWQ7+5u2dZs0ifjv1yLSwxyCU8cCB9Pb0G0vdlmT+/u5XeGyqda0Am/MZ1qU/3gb39qsRdV/s7GDrG1feDJKV6xkd+7d/sqNrvyWQbzh2+8aqrm9g/64skPH7aBOZnGFokBRjJzuva3cjO3D8PxUL1PHJ0XznIkK07z/ODDLFZY5HxqPT+mxnSKlU4vTPhyYeMi0P4B+4039icKXbjRte+IkU3bAl+dHZ/77t+8zfLcrOEveTGzj1fHpS8EfG2evXllXtTQ9QlJN33KR/zGYtPa9+Dji1v9kDk+G7zNvz03JaNLp+M4O/xqE/5oDi79bUMXLntkjLfbPg67sME7qXn62aZjbd2ot+fVncPOLTt9dSmOevGrCUqPDF9Oto86RmTZ0o8alyudauKCJpvTnhwlu8bilyxMFzXrh0rZXLZhNt+lf6YLGwGcyVSAAiHD00rwHKenDyc9vJLGMw6LzPiaTh4bcwUO2zycbMmvecnSJ7+m8PFPv+nlO2z66ZJlEz+85umkByfZ2Tc+88TLvniu+9OOro/odXDb6dbV88VovzdrhZltMnq7Hp6TmQdsv/hy7s58cPOb3/7u5je//s3Ne+/PtwjPx7vXiXFewfl0kweD152dwfNR0q+/8uzGjlEcGp8ufPbRPB/5nk9PfT23sF980V2KvY2+GF93f/jayk0MDtAdyz7443Vx5MBVFwd3+Rrjd9vb4mheHHr1YIcs0vzIh80+0dyeqL1K9YvcOxYH/L775E7UC/MWWzHBWx+dnVvv+xe/+bBA75NLMdLnBy6aUFb8+1Ml7mi5UHJR4yJl78+9SmzBUssdl1xcKO146fGz5y609uIiX3k7Ge8NsE8eTn6omtBrDod/v0KN3XZIR88f/kBf6sm+9WBj0YG/a3FnndDc+dsXBsvd4Dth74uEcpOrdtEYHTG7++QkJx64nltxUeNkf4s10qXPLww2Tqbq0v7SCZ4O2vm0TZ6+aPNZTMy8/VpcL7yw47evOfn7wUU5qo99pjqtY+95fvYxYTvan8UT1nNzUeBtX7xN7uTsB5y7uN943z5R2ZdhkZ1yuO1/YqPjQsO+juh2vJQfrHA8D+fO6g9+8Mo6TmCJ+8c//tE6fvY+t2NhL29fRGyTfDVvX3218pt8pv6ODXdyX5pjQF3mAby1fzyagq79ZFg9JyLuc/uYoz/X275bbj+sPsbLdG1/I3Hu7bnvytqHbJPHj2914dBRB7hhh08/XLzNv71QUefTzrZHclo5XvY9vOxXDZ7kcJtr27NY6NOtmcupeT3/+5i6fQuMLj5Kzxg/2nz76eZd6+W/eNjFC4dN49Vf8POdr+/SP9uFzQRWQQvQXAHN22j6Etd3IsGnh4fORI1P7PDp2RDnPL0TI1y6yWHmg7wmjlMHDh5qZzCv4bNlEwZccnNjFGZ9mHSiZNmFV47FTA9la95ipJ6w86tPL7xwYKRnLL+7s8o4OT+eBcl7zc/Pb8bMMT8XMXNSuvCeGx/edlxX03NOo/Pp/HDem7/53c2vf/Obm48+/GDu2rx/8+7cuXEycZHy+SyOvmlYuhYGv9btzg0MC+N897rT3Hpl9vU8UyOPl+b7Mh7NAvfl/fnCvZm/PF/1rpyeufHjeRZzJ9wWYHVy98NCbKGwGO+Lj/2lgPJXK3peaSK23irjT1MD9aMHi42FfCo1vP3e/w9/ON+sOnG4sHj0yPZ1obJv3bPBZy82FxMO+C4uZjLbCta+K+Ok5KT73HN6+8n2Y9Fkx6d6eSgTLl4XQPzenRqxcTJzMn/llf2NsvaHF+YXl+XjBCEWJxt12dvfPm8f3fsmPzvOfZeGve2yT2heZe+3H16aT7R0d0VNYHT3Rq5+kRr+iy/uh17587X7u6ZO0Ld19pX9+O44+N4iNVPP5+etCXX/fPYpOC4KbWt5uhh+9Gg/PA1XzBq+k6R83UkQg7H45PJoHmhdz3rMhcAmx+Z+gaBH+7hxYbAf1mTPpzoiNRKX7UGmDmrUfrNruC+c9vbe+8APfqBmW088Lprsg3Du3vWJNrHvC5M7d1xA7n375Zf372zt+F1Q+/4k++APVqxiUq9v5sF6uOvrFtbFm7d7dg7q0DanL1ZztSaT885lfwTd2z9qTc9+T05fDGTdncGHoRm7iHJR4y3nfbyIc38/lH1PHb/4Yn+pnziQ/NcFy83dm2/u72P6tedfnZrMnaKP/zDfnTMFnzpNlDevvT6fpjKeuotlr4mT8/i3Homh41uvyQ+dPT7aus4BO4dsttx6v88PdHec+w6buZy/rd+F5z4+9zFxG8+22XjFyV5cZ1NncvXa+8dex1dMcjls8g87DDyxxdPjwbQ9UbGbs7Ptkd4c1bMVh8autpQuevneMOqwj0e2KCx9sYmnOrTv0WWjeQH8x9kHm5N9H/TMFzYlKYiCqihkktDITjI/C0BmHkbjbBQl3mlL3jw/4ZI5IFA6xhUbr2Iba4h9jTye/tzQ2RZXfuHQi88u3VOGj5Lp2eQjvK11q2cOJ33jdPPZPFs62cXTb4zBm/F6lbCwZnbRf2EuFHy76Ddzq9mB4aTqTo3vo/nd2+/e/OIX/37z5pu/Xs/XuGBwR2eCmQcJverbFwn8WBxbIF+YgxitWOdVmRgQuQPd/lO8Tlw7JwfQt+9u0GNru7dA0K32C3T+mOfDGHb4+Ge9k8XjEzaCzdeOZ78CwhfHq6+++kQuj9GeC4T9/R2w9mK6Fw02XUDBI0d8j4v10Vq1TmbsEx2IbvGQ27+rAb3IyReebbJjvrWjUz06VvE6YcNkA4/cnTzxy1tD5BEdJDa2egt1OahFdV0XvSM7saonHaQ2Z03YOHGQx4cdhljUHI+Oecc9/WLNZjmZP+GphTtgzfe2ul0D8NF17ny4ICCHUU+vmPT7JL9PEvTl54IBiW/739sOZvm3DdXfhVEX7WxcTO4LhH0Rgyc//VkXc+3czsZt/14giNGYLf3yCS89/Gzth97OlYvYvB2FxM1H+zhetTNGagznB/O9N35b6rPLiw6fqvKr4l/MC5XXPn11fqrB21OvLXz6Lmr+eFkT4IjbizFbSKy2Qfmbo3jNyfE0ZL4vrPdasJjzhz6f+uv46eDDWHFdtnljvYbydforhrZFOstg/pCvI00/DS3ejIuLTTEYJz/H7MzPWPg86bSjR7/jxzz5WYeNuevnztd4WXZ0ySLj5vrk4caDHdH5vuh2RfxvIFYEJgJcHxc2nsAUpmALlL6Gr50Jm9MrcbKSLqTmp+2pn5/09cnzmwxfg9WCGD4dCxIZO5QsH+Hi/yl5unSu27XsrA1dvjV6ZO2MZPkutvowi+f0Ge/sB2gSsyPfHujbZubr34hnsVyXIbPfPXe5i/DuO+/d/OrNX928P594evvd99bdjxZ4dbOgWfS0tfBM/M1brOkgeXXCYas1l78TlryM6bbANm8xN0d6+nCQfIyrBYx8stXI7a90ols8F01wNnZYMPKj/myLk8724UHfvR3xyFGxG+PlF47mJKGHcdaVXfmFc2LKpQXJq2kY6q53Z6XY2WRHnx8+i4WP63qwjYqXHnz2eHTYwcEzxuN//q99gR5fnsFgby7uMyZ8xA6p4VRt6dLDT0ePJw50+oWLxECPHV0+NbxaOZDP1l7y/JcTG/uzngx+WMvRxZdtBodd+GHhV6fi0iMyeej5CT+9ag3TnRIxa/ji8D0z+2Jn1w1OserzzVe2YtT6Hii+xEqO5FI+5mIig8XORYeG765pudBFsM7cYYlfnNYCL1zuzzN6N3P30sUrHHeAXDD96Ec+ibVfmMJ66UVvje21wO9RuciB7QWZ78Diu9iqO7tiEG/1WHaXmtAd85Fpt+t5NZCrhvR0NHbpk+Xzmpc+HQSjmMxPOQx01jHfSzB/zPOdLZ5WzOTm5KcvGNc1Ci+95vqzTvHDvPV1u76S0YuKL362YetrZ8zZf9f+mS5s7CgloQArQJFcCirx6w2Q3tMSLokwzemhkj/7JTj+tBEO1rKrmHrxoDOO/OGhCox/xm9e3NdjduHrybVrKkYH8KljfPpNdvawznmx6JOdeRXHEh5/YGyaGGcR99JAb4HQvCVC4/EsPo/mzsuazEXNl3OR4XmaX/7qlze/fvNXNx/NrePfz52b85Wet3ua8+HCpANJPHK0uNl3qq1FPB2xtbgan4sqffmRG9ezhXHuj+Qon7DY0kXicnEFIx4d+vSQOwVgxHAp8ZOY6Wj85Jc9LAu2se/yCRtuZHza4IelJ9fsI/mhU77J8fgXH5kLhrDZ4jvZiKGLJTZ0xKex7yRqu0V0YJYTvWLTR+RyicjYaV7Jd6KuTnCNNbZnLDDi4Yv71CXrLQ/bj47Y5cYf0rNBYYiJbTz8cLPjC19LtzzNtXTgpKPG9Mj06g4bbheX9IuBHT4dY3w1ygYOqm7yK+fqLEakz7d9ztsnX87XKehRPvgpN3GxQdmSw9bY4OvFgCcncRUbGTx8tbffnHbtc8Urh3zQM/Y2LrIdl/7MvfXM9/37+vLbz4v5zit3b16ebz72YK0tDKtYFtjxJz9Y/GmoOtTj8WkeFt1TTgfhofD0p22ysz/H4er5Uj8ENx7+ySsO/LZLPk+97GEaR+nmI7zkZ0+G2NdO3qlrDJvefmG8x3ho8/fxtBjHn2Jx7ET0o3Mc71n7Z7qwEUBBnOM2TsGQVdDGZCWYbX26dCoeGSJD+WjDLeb8Sd5cf+Ilv+aZX/t/mu/TLh9nbORiS4+ssf6cZ6dvnG55nfrZn/h4KN6pj5+N8X+mXVOnBDBeMV0Gcy3j39R/DhSvqj6dV1HvvPPuza9//ev1pXt+0NJ3VvgNmC/ntvijefbA8zNdyFgEjc+FUU4WVjHuV2t7IY1XDvQ0tmddjFtgjTswqoH88K9zxhNLCzQ9PmvmiF4Lg/G+sHGS2nc1ttauKR/sLf5tKz2Sh9jILOonvxyLmR9UL+fwlmD+VB+YnVzY04OX7Rk723TowaVrfOKzhU/mBAXfthE3wmcLi+5pa4zYI7b5jIdffG3PZPhn46sWTnJz+HxWW9jmYj3jpHs2OnDw9HTDNSZPBrMYkvFLX9x05aGhs+Zhw6LXBQzdMGHAQ3SM8apNFwFyzAYOTDx6bZ/iduGz7fZdzf0Q9e1FWnXLhx5WOVULMclH449dddEjMRnTEYfjyltQ5j/5yU+W3Lzn2djIr1rqxerZMX75cHF09/E8NzZ35r6aZ/XuzIXZK6+8PJZ7LfVTKt/M817u8tx5Y96+mme+VgXHtpzgIPhwi3cx5w9e9SLT8JBxdnQQWThhNc+ueXjZ1cNSF3rZpKuPx/fZ2F3bnJhhnPaN9eWSXr7wz/xsF0Sez2zh4EcnVmPPUO0HsOltffYoe7phGuPzZcx/WHpUvybfw59nurB5cXZItwPPJBo7cNAZOFmJVch4etT8PKjilfS17uljgRx/sqm4p+25kfNdX3zmMM4Yml/7TUcfdnj6k67jCZNOvvEQvMbsNHN62eEh8xq7k9LVRy5mFp6n/QfvyaehPMg67c485Pn5vG3wq1+9Oc/T/GIubt5bdyI+nzszFpWvZzs7gdve+nLno1iLrcWUrProycmKyw6PD5/MAmp/wO9gIDe2sBpr7M8mFg3PSZu+RRUWfYuOubjhoGz4vn0baWPkJz144hYfH2zxWmydcOLjlQ//TlbmZ9zVKz/wqhldObDjA4mfjbkY3IGijweDH3dN6Mkvu+JfIPOHDRk7ushY7HCMq8uZI361TC9dcyc3uHRqsI2vYwkf35gOLHO5i0WOakAuTnFr+aaLz/asOxxUbPnCo0+XbTj00i1ucnrImJzMSTl9NYadXjnghS2X5njGqDEMeWrFgCfPcrdNye23yD6R3EPF5QQ7X/ZzNsUGWx4dsz0fQy6WagjfmC4fCBYdc3xz+zpf5jD0bQt8uvh49D2E7bkhD7fPqjX6jo/ZRvMQ9TzKfcl9PyO5Y5zaz8Pm38ynqP7qL/5i+SsuuYgHPl+oeprj18jOOM3JYCC9eXTa4YWfzolPHr+YipEMJT9x6dbEraEzh2seeVjp4YVjjJ9OfHMxn3PbBMU/czJGKhIe3m7i3uOlNH/S/3M938h+UDz6c7wUvoc/z3RhI1lpl4Q4jAVeoIpR4cnSPZOIlzyZeWPY4RpH2TTXZ0OW74oZZjrZXeOwQ/WnHNY5/3MY6enR9RxPLFqx4hkXox7l1zi8dMzTO2XlfY2344C0sdZFzfjc/NlOsyu7pf3ZvNf967lL82//9u/rTs0X80Cwhebzzz+7+XJdyNzeUYDFn0WyhVFMeFqLGx8wLIYOKjILYfnTOxcEOnCcFMjooWIt7/r4egS/Rd0Yjj7fp37yHYNF2ondPr198qHRE4eTjDEMfQs7v05I1cHcgSwOvE5S+Ii9uIrNnJ6Gytmcj3yKBaaHl11I4CP1pXvG2oUWOb0w4PEnvvDlj8JYk/mTTbGS81/8bTtYxSwGRKfY4+EXI2zyalSMxVJNXEzYdvjiiB8Wv6cvmCeRIXpwzNWr/YxfMZFrfMAgz0Z+5snI4WRDBofcmH711fccWvrqSL+3R+VY7cNWly5yyK9z9Cm2/SmwvY/KMR3j6san/OCG3afK6CNycYsBebuI7+IlV3/2jgHkuRj25j2zg18d9PDg5hcPrk+IkblIc2cGtk9UwcNXM+MHc2F7b8bI/oxgITE9rWenJedTM9fkZJ5tfD3s6gUjnfD0YYnTGC8++3Jdxpc/MNWBHqrHh3PmVDwX0yf+imuSWBcesu94YIP0xVScJy89WMXKTgx44lo6M15fxkt4ofK6uHqiWy76fDOJn/05N25en9536Z/pwqagBVLRCqKi42uo4NugChZP3yJAftpUfBjGNTaK6yDAc+AjfPb6dPXmydfgopseXnq3G+02xmzKLT9sss3+ep5uebXThJUdPQ01JmOn7wBPHl/ujZfxxZ5NLbxsq53fayLz8duH83FaH6m1DSw4P//Zz2/+1z/8w/xMwkfrZOw7RthZgL+Y9vx8lJct37bDxtkHLT+2qSZPC5HeXEyoOvOHF5a5hZiuRTV7PuTqRCQ+CyFcFwq+4MtDqWJj7+Bkz6bFl10Yyfk0RvKgU8wWWXNx8qMXCxs47K7rHpYYbC82xnoXH+zjkaNznn/1oAs/H7dx7QsttmLp7gg/1bFa6lFxrcn8wS8WNmyrj7jUmT+1NSYvX3Jz9upgW8BwQsMzp1sscPLHPz4duvTItU6+xnDp2cZsxdYJXb7h04VTLdlVL77EGV466p1dMcgRP1s+6fCTHRliIzbNOJ4xHTUrVvuv2OHTX8fOxG9/gkvGhr79lL9+ib48y4ENjPYXfu3zYt3PrVg/bj/hpsZiURM2fIixOf9afozJ5c1Or/7iq95wyldPB+EbVzdj/sQMU55qActc41dd+IUvXp9Qe2G+TkKdnLK9uPApywdvzB3hsf3V3JX6q7/665u/mDs39jf2qDiM2zZiqeGdsuLAU49dw71Pi+20yzb74pczveZ6uG0j8mLJVo/SYyN/lE+1MGarT1dvjuKtifmF33bC5z+bE4sOv7DKnf7p0zyd9TUgE8uD2T7w7I9h+z6sqfjikyFy/szjnT75KcfTp7H2fdEzXdicQUgiqoBnwGTpnIGnQ66IFTIMfGQeL/ts25Dx83PawUV0Tj26FT4f6eUvvObk59j8JL5gtlOTPc1v/GzpwNXYN8a/jj9d/Z8i9pFY0sWvZnq7ogXFnQnfsXH3xefme2k+vvmXf/3fN7/8xS/XA8N+qffh3D6+Pz+E55Vhi97dy4OKC+fYiS1i/BQ3/3gOYHGc+Z1xivdcoK63DRkcGPls4bZIOkjzG64Y8PV47NiHtV8l3upYiMno9XZUr4TZ1YqtGsMm64DHN1fbTmp0HPT4iJ/GxXfW7Nxu+HTTP/3BIc92gR9/yK9rc+LIlY6cYMAWd7igznyz1bPt5GJezPVs0zeGzaZY6Wn5Ik+PXTE5SZKZ69mTG2th6LPnp3H6bIrn3C/sV3Q0PujYVpq5Bhv/HIsbXwz8Fc86MQ/PPq8+cPmzv8oFjx0eu3ySw8AXk/3TnJ/zAkBeMGFNSENidCLbNSku8bNrXu5sjTU+iqVc2DkW0i+37OBVm/YVcdLvAkZU5jDZ009HvrM3rP3MdzZ5ETHa62Llzh1v1c7dnFlrfMfJ/fvzdvLsj1/Nxc6D118bzH0x4rkeL2hgo7OO5nzzJ2Z9vskQvtb+axyVtziv7ejET3/n02xjm51+wzl5+aHbuLriwcXXTp/mfwoHHyVfk2MeXr26aWHGt//xKR5f05GeOtGxvSbTy7bbsdK3b6S79W5rLRb7Q/tZ8utY6X1XeqYLm4rHeYVoxyA7A37aGC99GAoRZnj48c5e8RD7fIWnT7dxGy3c+M3DyQ52O9HJo5dN/Ho2ZPX5SH72YVz7pXPahQczWbb50aNTd3P+jPAjAABAAElEQVQ2j523miahJ7Hng96d+Siw7yPzHTUe6nvv/ffmeZpf3vzTT//55v13PljfKeFnESxen372+fpxyrlVM//3gaa26KyNHRs5IJBantssm3KxkxvT0bfTN0+PHZm+E4ODD1lMk5kbsxeXsWYcmTt5ODEgMXfhZZ79/p6GXUs8sbQtjU8qTn2x80FfLfgXu5hPnbWNjmOGTDz6ZPk5fZPXkjevF0cnVjxzeUQnHp45PXEjr4rZIPx6Y/nIS050wobftg+frrFWHYsHJrmWr8bmbNo2yVcg86eY8LXm7KP8JjdHxQHbNlEnudjXURcEtgVddnD5MO+ESLdcyPMHy5wufDhigKs+/ISl3sV+bnvY+a+m6fKP56LApxn3Rc2uQ7nS4c+dHXbiqYkTtl6MmhjKBV8OmjEKlw6+OVy9WPDlSl8PE6W7L4L227yOPXzfIzMaK076n3zy+437YN52nDsCz8+XwHmR4drHl4b6lJQLR3758ZMQcPguzsZtD3kicrzGevWJ2GnROQ9br+XjWic5P2FlCzfbfCTL7mk64dRn0zybE5ssveR45W+bkatj+4E6IjLNNnSxrUbsavRh+TLNx4/3fk6WP33bnh6sMx6y9PFRtmvyPfx5pgsbwdTOoARXAmfA51iSJZVtNuYVtUTpRicOORlehaZnXrueX/PDhZU/Otnp4y/m/CE/fZ9yYy2M075Y5XfaFFO2+Wmev9OuGtLNPrt4zV1t+wbPdrRwpkrr7aQX5gvgPHj42/lphH/8x3+an0f47c377//HLB77K9b9TIJXS149oRYReC0YMM+czR0wSB5yp8tWI0cwjLNv8S5nOmRsHVxtZ5jZFU/+6aRnYadX7auVOV/0jFF24t7y/TFaNmT4bMTBJx3xV1cxtbgXf/mS4ZWnvrrED2cFc/mT7NRnFzUmT4dNdnpxp8fO+IxfbuXV9qg+1Qg/zHybo3TgZM+HVkzwzPUWS2QOAy9/MJAasxX7WZfwioXsxGZLFnYx6hsXB1tjDa4GCz99izo+arubi5MdYkM/DGO67QvyLS+82/1r3xEyJ+9CCV72fJw50oORL7a2JaKHirf88MIhgx2VKwwXGunxA7sc88dOfJq88o2fPzJ8dYAhXjgw4A57YtgXS+m5cHn82H6xtxOsrTvbZb6079F8OnPei7p5PHeOvQCzXbyYgf83f/M36+078fP9n2h8tz2TmyN9OZob46Un5nTIzpY9Ob1w0sGPGtfTMc4mvfjedvP2Uljwo3inbeM/hZkcBp308NVak7O53jZbX344Yy9s8bNL1xctqv/du7su7OhUu/M4rz7hnPvNGVM5fh/9M1/YFJBgz3byJYrI0VnQClVBTt309fHTbx5effz08Nsx06kv3gp82pB1wNFHYgxL38bLJ50wwsZrrGdjp4hHjszRaW+cXj7M06lm9e04C+jyJ4xHs/MZp8MmrDvznvYnH31487vf/XYeEv7FelD44w9/f/P5PLzno5bsfNOpL8XaX6//YL36a7Gy+MBFMGEjdmR4aolvrrElj9IxJytOfXFXNzxjlB4dGFo2pw7fWlh68y562BQTux3j7cO7eGzyw3eYpwzvJHk7iXQicaDT549uMevxNeOwjflMBq/80quHTUYHGZNp7OFE4evptU3M86U2sLzSPylMuogtwkf5wa9eZMZs4lXv045v8YQNjxxPfvH16Z64xjU2xnqULbzG+nNMr1rlF0Y28Szm8uukbfuqFaz8O+niV0cysdBjB8tbPeoAiyx8MdA3L4fubrA1Ru1PxnD3VxTsOylsNfrwwgrPHJGJIble41/8Yku3mtIXO/90tPLWV4tzH8BDsHyFBKz91pn9CM9+6NN7Lz15rgqWn5DYOHOMDsZL8503vplCXr3lBZvuj3/845VLvuTGdoT7TZNj+4ijmMsLr1b901vBX+I3js+2uR5mPVl48bKjZxxfzye+uKP0k2V34tI9/TYOv75Y6cejax/V15L7lOzLs51fnO171ojcPuCC88FX+7iGl07+qyH9k9f89Gdcvci/D3qmCxuOBXMWqGDwSuQck5tnUx9OhTl1wqnPRo93bVNxyLI5D+zsi6Ud5sRpgzh4God14p7j8OCwQeTFU7xLcPWHHnkxZJtaMdfjNz77xtmlJ38+mut37PP+9Zy4fv3mb25+/q//cvPW7966+fjjj288U+OixsPCdnofx9wH277N7BMLfnHbAqJGsOSstRCWk15eWn692kofhrGHBKcET3TlsmPc25F/rUWMX2N6LbDVGh+dNnxc4+GdNd8x7QsanwrzOyiPHu04+LGArwN6cpGnMcyw6cDjFz//epSMfvnhG9c3povg4O3Y9n5FVpNrMeHRTT/78zkNcYuHbtj02454GqLTBQX/qFyN+WYHTwz5ZR8+vWIqvvIPK304ePTsI+xOe7KoOOl0Am7fo1MO57j94owtvPyyo6fBrqdX3YzpJz91knmrpH2k2rBnky+1Q+1H1af86WWLFzWGpZnbXx2rtpd4qsn+VN/thRIM+tVHLy6xhstvrePMnG62pz1bczqoOtE1Fkt2dIy/mrvBnq15cd4Cv/fyfgZJLvyFZ15tpmrLx/31aam9xsL69A9/uPlgfvutePpUFtszDjgIXxNDYz37MOCesmU4f9JJD75x+vTKM91s9emR0Xsa8YvoXMeFd03pnTYnNp+aWNMpjnKEoRV7edkW1Q2PHTLen6SdY2/97tvtW9H2t/281M43m7CXz8FxFygqr3Tjf9f+mS5sCkaggq5IeiTI+ObGCD+d+mT1S/HyJz/1px/62TiYETneqd9Yn704ssGvXdwuvXh6dM6Niz+b9M55OwTd5PX04tcnqw+LXDupuX7V1acILgoifuzHBS8ceBtzDngfYXZQjs6//fJXc5fmlzdv/+7dm/94/4ObDz78cH8KYXY83zfhlZkfbvTqiB8/tueH+2D1LAK+pu4t1hZZPHpqQLYfwt1P1JcHOdlsjtHdr8T2/HY/obtx9u16Y4ufBdM29BHzfKmDT4h43xd5VeiVLL1+o4btuXjy54TglTDb557bF3MO0vG8fLe/ONCdtHo+YtV98tTLE8468C+583PWp5jx+UViY4/gs9fkqbEn7wTBTkvW2DwKj61tco3HJ1/kcqHDHh+PPgzb3xzlN390zwsfevllj/DOuMz54ztf2VQrtnToylmjY35N6eTDXION8NvWeOZyxYNZI5MX3/x1V6S6ZAfbvk1e7tnpyWH6qYH4LtLg54st//YjddAQX+pNz52yfJnzhcThQfn8wL2t9T5Oxe9idue+v+/HCZ9NGMVKRwuvPj1+5cuPRq6x4ccxVR3aTuKrfvK0LcW4fbpTOj9WOz9w+/VX82zOIz+psLH62Pf+odfbC3D41h0nw8fz46Yvz4+MismPbr740v2b9z/48Ob+vBBzcffDH76+4pO/uom1+p65lV88uuK7JvJ05XzW7dRPT4+v0YeL9MUTRrjppO+ioe+Iw0svf+nH1yczRuI4G5wTiw4c29Q2oru359aja5u13eCrY/mJz62zvUbe5qtcMFH7pTF7mHoVSVYuxUr3+6JnurARSFRQgjaugAVNT7L4ydIzD6uCNE8/m+bJ2zD8KlT+4ufDPBuxwLGIaG1M8nTaCDDDPTHChZMuXjrFa25nKO56fOP8FVP9iYXHR7KwzdPDu+OOx7qIcSDMNlhyuc5A84Dh4s3OOIPPPvtkfYz7Zz/93/NszW9v3n777Zs/zDcMu5hxq9hi5FeFv/xSndTW78Hs5w1coFg4vNf92TxQzP+9e06UFrrn1kWQW8i+XwUOewsRnjtBFiApOaDU390fGLbHBLp46i5vv7SsXu4aPf+8CxlvVdmP7H/qaxF/ZWFtHSflTsLey7+3cPxCOBx5eH8ftl24u0digCd39bt375UVj/jFaN/UnIw08YoRwbUtas3J5I2P2MuRnbEY2rbm9MRjn9k5730anz9+I3Okh0G/cf6S80dGh5/05GZMHx/RTa+eztPiLjc2tiXKRkzs8g1fI3fypu+EdfLhFdt5l0ne+Tp9qBM/f5hX7fxE8qnBS6/9zUmXfjblJxZ+xMinnD2Yygdd/OzI7Rf8sI/Km8x479N7fxQHH2T4bIvFCwe+2bRPNqdnjPhiLw7jYof3/PM/WMeCOAdmdGwD65LnetxV62JfPvb/fbJd68WkwMarbT1csbz66uvLjm48C4q3jhB9xyhdx5j8Oh7Vm3/H/YQ0/vb+z5+PdN95wXbi15qzc9nbxFtc+7SktI7x9YD02D0/x/PD+V6p5/84X08wx+pHn3w6P6Q5++fkc+/eB2ttuzu/EP/c5Lz2oYnV84H7Bcu+6FCfHbsYxs8lV3WOylXfNjZma56uvPF33NvaXB3oZk9CNyzzMOgg/dI55vHJ4F1jLsP5wx+dsLITV375yz5f9pv242zKyZw+bLz4eLD2OkzL+rEvespvxzvH/NRXVcWxajT7kQuiMw662em/L3qmCxuBXVMBtsjt5LbeGXBJsH8aH09TyHRgaVG+zjn9CoZ/bYOXv+Jvh8SPl56FCMbJPzHZ2Oj6Mx5xhKdH13b5WMKLPDz+jLXTrrEeeQ90nYZnesfJflyN1aUf5h/53jhO2MxemFuHjx8/vPlwPtL9s5/9bD1X43eNPv74k3Wi2fHamV+cE8an68JEPPJcPmesLntHVW/5q+vtwic+NXDiolcu234f8PQROT02xrAR+709t1959AyBPMS0F06LrJPOznUvuPviAR6M6IwDxmyVdZKl40FpB7gTCD0nGjk7CbsAcCLjky4ewo9XzvnDh1PfNtPX6GrnfAHPn2LVo3Cb6/HkiPKDl87TcNNNxk6e5tWrMV1jOuEaOxnjy5+Nlp6eLr3sxWNevwTzh55tSJZdtcUrLvq2DZ0zxvIkN66ZF1Nxs71uxYPfRYexmNiLQd9+DBfPyQC/uxJszljM2aSXTCxkMMIyL0Y8Nuecn2Ihh9Ux0jrrk2twojDh8LXb7TrlWNL2iWnnyaY460HC+OabHbPt0TbBRy5cjDXxxCcrz2ROfi5SvABxocUPvC5q6OdbfN6qam3ojpPfrJO/C5mHf5znceZi6f4cmw+nTn+cWHy/lmP3f/yP//Pmr//6r/Z3K6215nYd4KcauQv0bb8i3/u9/jae23zwqtfTbONlW19t2GrXFM/WIX0yH38ov/EXc/6Yw1ZLOsbXOunqiyeds2+cjlxqZFr5wWpcbHzbX5E13njlM3YrttluHgLfd9X/c075XwDf8c8zXdi0kU7fZ1CSKNn49WzIopP/tDEefUU0TqcYkucPbnpsHAjpxKebPf1s84P3NDs2YdGBr6FTFn645MaoGIzx0g2LHKWXXT0ZX+tLmdRm/s2SgD020+Y7LYS0Do654Hkwr4bkwr1b3G+/887NP//zP9/86zxX8847/7EWAidu/vbdlL1z8ueVEx57O6mTmQWsWOygO/99gUHmAEMwEblXoWdenl/pV6fZnLnzs/I7DhK2eHD43gvifkvJ3KtGFz7p6bXiMY7o81cOyfhtIdX3ytgY8Zmd/pyTn3hiNYd98umdJ8RTTq9W/vkztw1Q8WbbfAmPP2zPOOiZ4yPx58c8OV7Ye7/ZeeA78ZZX+0RYxaeOKD+N2eGpJyzzXi2WNxl7WOKL0qfX/hHeqYuH6NfKBb/Y6MHX8PJlf2GH8My72DDPJz7cs2bLaP6wl5e45KudfuHhwZIvDPr5PXGMyfMnBg1etvHO2NlE5IjN6cPbSO7ciJN+tSs2KwgYNlq5G1sHXGzQzZYfOua106+3hV+cuylkxvsO7+3Hw6tX+bBVK3nBFf/DsXsyHr4XNN/MBRDZK6++Mj/5MmvC/PSCvMj++q//+ube5UIc3klwYCN5RI3JUbmXUz35mX/22dGLjPGT4Z/j9PBYZXut87S5+FCyehjiMy/P9NJRa3r5Iy//eMmv5zC0+GFXk6ncfJpt16A46Hrx2R20MORw4sD6rvRMFzb/VacVsP5pweNJ/EwO72zkWpRutmTpV+yKlizbazl+ujDOHcWGP+dhPU2fLT5qXEz1ZOWRLl6U3rU9m1O/OIa5r4jnAmZ5nj/0JpRpDpK9KPnI91ezAPz6N2/e/N3f/f18V82/r/fq78/74V4FWUBa+ORr4XL3osVHPGthmYWAnA8LUSem7On0NoILG3pidWDBQHSqgXm50q3WeMZauYoJddJIpxjEUw5s4GmIbn7M8enDtI09EyFGr/boyYHv7tSoBT34TihstXyEzS+701+yejbGiO4ZYwsNPkrXXHzV4sTCE5eGzLXoHLM7sY3Z8ctXtvriMqaTXXiwTp/8idG+YJug4qerkeOpHcJD+TaGj88fvmacLh3j5mTFRBaxQ+me24tMzshYXOkt5vwpVnrVh4wvF6fkZ1zFoNfg6YujfNTH/kRmXyJXr2Jof8bPBla+jOlWe3xY8iNjl09zeub8plvu5Br+SfTxwzx1xOy4INPgk+dXLz7EDxkdP03y/PP7RYJ1RXOBs2V7+9I3D1udkNjdlbn38u03Nntbm/6di79Pfv+HeYE332nlE51+nHfuDInl//jLv5z63r41VA2KV3waOrcXeXkt4eUP+/RP/vX4v6KTDV2+wzY+KXk8saE/56P46TU+9cM8tx9dVB3ItOzJ8q1/Wmuf2bh7P6B3m5+1zLG9jxMyeWtsvi96pgub68ILpkK1U/9XA5QY21p2zSVcAfHOcboVrXk6egciuWbewWYMD+VL385FL1l4MNIlS5c8H22c8E9942vCO3XJ08OP4POH0ifdiA62mczxMJEMc17hzCuyUbx5eW5Vfz7Pwvx6nqX56U9/ti5qPvzgg/U9BR68/Wrq83AWjr0jbjT4FpN4LTj4Fpv44jQ+F03xnXUxP2tJ3z4Ci54xezoaPtJrfNBr+5Fd+0+fHhm7sODjn5ReOvYR1ELadu4E7WCli4rrT2GS0ycXO6zs9HKlk5xOdWwbx6OXLbtqQJ5MXOKvpmSoHMqxmhV39vTCZRc2vWqJT1+ji8Kj31iM4jhrRffUURs4ePkw1tQbfrU5Y+cDdeLP54lRjPTCSA9WsdM7+e4E0odNj0weYnIRg2feNmj70mNHjs68yimf5Hhhs2GbPP1yoIea6xEbY2/bFVfbPix6+TIWbxReucJDp3468sU3P7GN7XPkxSMWfPpkbCJjel995Zk1erfHR9hsYZi7cDLWxAmTvTzR9r/vIL5w2T5v/e7t+XjySzevzq+Df33Zni/Ng8o+rvzGG6+vesFum8Ewr8HlR4ual1e65Zw8/es+LPaIfXSOT16Y5Nmnm+zsycSjVijZ0+yT68O81mteTxeZx8tfdcnn1tzbh0xMZOzC8A7A48e3FzDkqH5Nvoc/t3v8fwOsg+40EVj8EklOVqs46eArQvP6bJMpJl2kP/XCTk5W0R0MbfSwKnj6+Tp7/lA2yU6/xtftjIVtBO+0jU+fXvmdNnSKvdriscnvTObiRhwWlZFRmE8aGLhr82Dy/8Uvf3nzf//P/3nzm9/85uazuZh5OLE8nDs4vsXTJ6Rg5dfYQpi/4sYvNy7w6eAZa2Lt5w2Mw+iCAQZ+CxRbY3oWsO720Kvlkx0dul2IiJl9vo01usVLdlLxwhEXrF6BOlnAdOdGD6PFHSbb4oKbj3q87PAQG4SPirUY60+MsOmHB0fM6Z149PJnXI767E/+yetCgxxVQzqdPE9+MXRiJCsWWMZn/MUrFq3nl+SN9Gz0ag2fvVb85zZmk4900uerOpyykwc/e/jZ1CczL2Y+G5c/vZOfXKxqcxIs+nIkh4Hy2QVCvvX0yKspfERmrG8bsEfFwO6sCRleNad3zsmLKT96MSB2yfl13PDNB8KjE745qlbG437Ft3/d23Gy8+OH/hmTfByX8PhxcWl9ezBvM92fH+N93qv9AaQ3R+l+3nDu/jx8aB/ad14/mBdv+ztYHt387d/+X+v3pa7fPlMDvvUnVYNyJteK8Wk2p72x2qRXjvj5qsdDzfO9uftvvuOdOm2DePrG9I3FEaXfXA//2kf8cjjjM8bX1IiPcPPXfpufYrJNR3383R4/4bX/ZPNd+me6sCnJ03E8CUqiREo0XXO6yRvrKyJd8usWRr7SU9z84lUgeA7C9MNrY5AXBzt6Gl5j/OwaJ3uygI3NKD3RO/Wzyc+17PSXrh5fHs/PycLzNI/mbZN0YZCZL5qdxBLjeua5eW/Z3Zp1q28O+/f+44ObN+dXun85Fzfvz3c+fO2TT7MgtCOGoyYWE4uZt2j0mhqVZzb6YuHfWAvD2EnRScziYxuImR0sr5Dt+Mb4fJzbzBxW28cYpgXOWFzGmliTwzrH/MHQirEc6MmXzCe4zDtBrLofMYiTHjnfsMzLvRya86HBJDvleO2TxcSOTj3b64WBbkS3bYNXvPnCu9YpHnFr8OnkKxs9X/jqo8bxsjMnK345GYtDq47Jw8tftStevuiYZ0NH3eGddumlm89iSC7GcmtfExc92JqxOp61hguzGOHQw4OdTW9XmhefHl77JP/sEJmG2KB8sEmuzwd/+aVvrMHvrobY42dXPfER/hk7H9VEzz+dYlhG84dNtSKjh/Bgk+cLv9g7rtW7HNiQj9ay2Z9AvH27qxjEk18xFZeHj71Q+3I+nWmfvDOfrPLbdZ9/uj8a75ONXqTdmTsCE/lg3L/5cD4Kvj6aPD75FxeCn4/GYjPeMe59p3E2ejztrAu7ZMZqcs6Th/803GVw+ZM8O2xjnzJasksMxk9r/N/W+3Z9aPuFn0/Y+dL/KTkZbHLbpXH65Oc+15heMe0Pgex9gZ2W7+L5PvpnurAR8NOCwlNQgZ7BVoSn7QySKOk2RvanD+Nw6NM5fZnTiWzEdPDCqser8PnDM0YdUMbJk7WDkK2YbWx6F93iyBc7eugaK90lvPxJx/TRZdE7c8Vnpw4elHNAvzgfz143auZ5mxfmu2Z8/PKTT/8wz9T83c3P/+Vfbj78+PdzwplFfWy/mfeffaOwgB+PvgVIc7KCqVm4LQSdDMTUduefDhleC5mYypPcIpVutp0sydWRLT1YFmvzE4OdhYxd8YXFBo45mRjPWMhdRNARG70IJj/VkY6G5I5vH+jELlY8sbIzL35+nWz05PI4feLxTV7MxQETv32bnoZfTuzhtU/mJ0y6qLqZh4tHH9GHA1fs6YfLprjJ1FK8J1axwYNLjxzBRPGN4dXM5UJfDNnRr9bG+GzUtNqxjfjJvm0cbhcV4oSJjMtDvPh47Sv5Tx8WPTbIvByMfRLJxTn9cqVf/vj0EAwyvsLAL0e9VgxkYmODyBBbOZMheI3Jih0OPjvxkMEKszjIxUaOsmGvITqnf7ziyqe+HOWcH7419vjF69kXDy5XH3HTCdc4XXHMdOW2q3Bn1V0dHJcvzIcbdtx7vfpifv7FnRz4PlX10Hon97kIeu21V9Z284LrRRdGUz+/WP3CyPkUB93yN8ZPFl9/d/J5bmpsPApP9NIplyWfmlVj9UP5MYZ/yk8M41PuXDBOV47FByOCo6ktO7WBgWdePOnXk0XGzYureftTMZK334nnjKnY9fhox3H7Iub09adiK67/bv9MFzbXCedUoAXYDlvwJdo8G32yinTK6CtMuOmb1/AqKn10xhjvaRh08elcy5MlN09PvzfU9mdeDPSfhhXe2Rsj9idGvCW8+pMu//y8NJ9QeDzf5zB3Y+e7Hub7NeYTQh9/8t7NT3/285uf//znN2+98+76IrtOBj4i+eDhPAQ73w3jiswOq/bF7YBA5cCP3DREjqed26x46MFkHxYeOX5jc4uYA5Guk8WZ23I2f+iLvX2KHT09HnuLK6xi5pedRudptnTw4ZyxGsPXXx/MYso/Hfb5LCY+o8b5waeH4ETk4oHFhg7fyFxuGh5ZPsnkjmeMf93yF665Fn4+yM8Y8MVFF6beHHUXDg+Rh98JGFa1ItPMw8iueNMJS3zayefvbHTpwGxBz54ef+TGcMhQeRmLU22LtxizY0uGwjsvmPHh1ug3zmd+TxksDdFrzFf6ZNnQMdYXT3kUO1l62bKJjE+8dPhjd/qFeY3X3LGKzNUOib948qm/5avTvlBkh0+eTTHg1ej0sOmdF3zVwu3D3i88nAeYJ0YPIj+cF3h+Edw3P8Be8cxXQbzyg3mRMl+M4ZOY7hL97d/+7c2PJt4/2icG23rJx1nzYhaPZh4Vo/n5RXp0yGB9S+eSy9K/6KSb/jmnh6+dfOM155fSUPLG+tPunNNtvgbz5+SdWMn18fVtr+JLLx38dDoWw6AjBL3No///k57pwsaOGEnGjnSdHB1JIvJ2thKqD8c8jJPX+MTAy69xfuLr7aj5ODeEcXr5TA8OuXkHtXH4eq0TcTmGSbdxPsw1dmGZG0eN06ObnThQ9nTTx/exxufmFu3ceJk2t9bnVcgnn326Lmj+19///c1v33p7vSUk1gdzAnzwwMliTgLzXTW+xwFuDW5+nZzw2eGh+jW5/KkGtg/9tnM42cAmN3ciZofwUCftc7uxoYvKOVx+2g54+U2PzfXBVT56ejU+vQI0dzLzqj88dUC9fSRujZydMbviZi8Xck1s/JVzMedbj5qf42xPHzD50JC4yKP8wru2J+M/Mo/oFkv1IcdHeIhfuZLxW4NbUz9YbLJfxpc/bMuXvOb5LNjVyBhGOMVLn0xf/mc9uLn2X/zFbnto7MsbXrZ6unDJbdMw2XUnDy5+suzPbUKnOb0of83padUnrPTEk31+xUc/m2IxZ6enW73aD+WjzsUdLp/ZGYdjTEceen7Tyzc/8KuxvjFdNi++uF/EtL7g0wn7xNw5qol9eeKab1Pfx+n+HinfP+X3jF566cX5gMRnc4dmHvCe77Z58MLcDfS1F3MR9Om8VfXgm69ufv/7j9adVNtbvC9N786sOJbPiaEcxVLNqh8ZPbR+oHJ6emcjM7+m7PTX+vCRnpxfRM84frYn1lK86J64Zwy219Ns8qH219jss9nbYOeEpxUTjOI3TjfbYoq/df9zDfKXHazvSrer3H8DSaCoQMxLtqKWMB0N/9TJ9s+5LWF9CwP9k2+sXfMXY/7kuzjw891GLx84jdMPOzs5aPFPfTsJIjv90jFPdykdf8JKx1yrhlTzGQb5XhD+ePPF5/dvXn39tZuvZyd+8803507Nz+Z7av51vqfmnZtP5huF/TK3Hy2bIAZptsflYHJQt1DBK+dizxf/5M2NLVLmxcGmhTLM8OjgnfbG5L11IL/qxx9ZlI+zHqecX/jkerGd8RUnGz7osUH0ER3jLmTOi5Pkehj5zi/bTpD8WtzzxV95NdafMcEVE98wyfOBr/VcEpl6sE+mx2OTTB+PLlntWp//4smeTnjkxnRq5OqlsamOxtUu3HTyj0/vus8fH+jETLe4qhEcPPVHMNgV5+mT/LSjUx5qn1868MzZV/Nito1sj/TzAYvM9iczTqc4i58NMkf5CaOakbGtFuZ0wim2ci5GeshcDPTYJNcnO8dh49mXm8OowbWNUcdaNWg7sOcT5Wd/vNv22W8lktFXJzpygBcWHv98+TZhc3dn8MRSDY29WMNfd6Av++TDOw/nwwzznN9D+/Ifb9599931/Tu2nV8Ff3W+5uHrywcFXuB/cGCI+4ydXw3lk562ZGM3k2/J5ZJ8CS5/ThxY5uWrz0ZOiByPrH3AOFr+nxLfqdNYn3/2+TI++eeYjljihaHXnlan+O2T6cLavva2g6klX8Lv6c8zXdgIBBVQ8wIlu9452lB0KxK9/wrRZ58fNs3zmSw+nQqZz3qyiD3+aWesITLtHOdTf9LJTxbvxAhLn961/NRJhtfOGO+5eVjupZfnAcB5tfL+PCjseZr/5x/+4eatd99bFw3reY+J8+F6q2pOQpPXo/ka8y+/2s84hGN7icVcq3bVBc/4Ol4x4SUzPnWK99zJyfnLB1m8cIrj2m849Oma0zl9igllSy+87PA68cBwMiILJ1w6yIJLZpE9a1V+8JG5Br8THJsWb3w48LWoGM2L4ew7nvQRn3zhsUds8mFcXMnw4vPfyYs8H9l0krm2DT8b+tnAhI+ua0MnW+PqVEyeXcHjt3qTlR9bdTxt6ZGz45ss/+uEePFJrmVrTA9msa7BEbd5/orJ3HMaTo7h0QtXLNUAPj5qnE384qDTSR5G/siLkQ4qP3y+ELzG5vnDsx+Ku3qQ4Wv45unDNK6HFeWPvJrzW6NHJnaEb15z58UdZi38ZGIxFmO50xGfusDy3Ay/HkCNvvnGhwc8xzR8Fz/zz1q46+ZnXL6abyd+cPP666+ut+O94PNTMPz85Cc/WXh8eLH36HJxy0dx8Vus5ZRv/RO9GdON13gxLn/o4meT7p+a46ejD7M+O324+uTL+PLnlGNlIzcteTbxTrzGbJOf+2+4eCc/X7f22wv+Kcv399E/84WNINFtsLfFveY3ryD6qMSSnQVJJ3u+0m+D0D/52Z/xhcNWi85xeZC1Y596p48T52l+4rFvLN5iPfn5OPGvec2Ll662d6450U0Nfv2rN2/+8Z9+uu7UfDA/k+DWrF/qfn59I+9+iHEtHrO4PJq3rL6exe7eHNxiaicNX5+P4hIDPoy9uNzeOcCHQQaP3OJUvjCuicyCkm9z9uZROeKRa3yd8dHt1bMTjq1b7GRiCaf4xWaxdyuaT3OxFFP29JG+OI3pmbOj+//SdmfLk13Xnd8TqCpMBEiCBCeIkkkNlDt0Y4WC3WrJjpDDfgJdKcJ+FEeHn0VPIN05HL5SyzapgSIJDgDBGSQlEAQBYiZQBXh99slv/TeSRXWrAK+q/d97r+G3hn2mPHkykw84yLg44+GHhceGrVZu+JcnnmzgIbrFotfkDi+KT1eTFzLOt3G5kmdDr5jp4NOrHvpdl6z6siVjp7aXMrZ45BH9MPF8is5cDMmc1LqQ6EIRDkpXr5ZsyDQ8uSXTa8UobmO++CgPczFWB37gmfMPw5ithsLUk1dzc7jwLvMm2xuc9NjIh5/84YW1+yzOcttl4fHTncjk7PiwDyD2OwbbeNVbX8xsxWOb1ePjaemwLwZjn2xC5GGTq6t44OAj/PInP80dFxc2Mxg9cZDPtjTHMhb3zaei1s/MnPE8WIw/Kz7f1eWh4mOtX3rppbnweWt9t83DcyH9qccfn7ey5velBnM9nMtmYqiu5TLs2zGTi2+XXcrNL4lduetRGPypL1x6l7rZxQ/bPJzsdp3wW8Ndn13z+h2rcb7b/lobmNruL5xsyBuzi464rvzHf7/6u7qw2Q+GEikZvURKvEQUBN/itbH+ugQkvBMMtvnkA09/FOc4mLHBq+3zXR8/O+OID8Q+Kpb0L+dsNPzdrhh2zOSXPVt6Ylw4MM9xhEumhSc+dbRze2j4+efdqXny9KUv/ePpmR8+s052Dgba2295m+T4KOQb8570zbmwcWC4+ebYz4E/bJj8FUfz4tvnu56YNDyttZanOSI3t4ZOIk7GZG0PDkj3Dh/Fz0Y88oC771gOqHR3P9f4Gd5bYwO7A3c57ZjxltP5E/5R16s1cULgh62WnF9xdTHScznyowN/p/yRwbkkeOnwZ4wnLnUTRyeTeHDodjKhj7JrTIdffA02W70W0dMQPly+tWJmn46eHh55+MZiTPfSxy4XV9SakuMXj7EY4IlJ3Y35UG/4dNjB0KtX201xFa8eD2Y+qqFYwoGJj8Klb/tFYeyxkpuLCQ4dc028+HT4bhxWOvTooDDoyslcQ9X4EofP4tC7MKxu/FZn/sjhwSq++HzA0opDnw25mBAee9jsi6m68nv//ceDun7JO9yBvp1PMZZfecByRwW2r+OfqJYPX/R2/43j01F+THPdCZrjnXX3UPGKw1vw8wziC/OWvI+LPzyfjnp5nuX67ne/Nxd1H1hvR7kIun/9eObUVq4unOY3ssrzKtZ312LFJQERTV8z32XmCJ52SdVKj+BUb/PktnUEgw5K9i6bqdU95+1sKc2f3QavWPV3iol/2FrY1hepr9oitsVKt7G1ZId2rGPObokG/yqXg/P+/L2rCxvJVKgKE28Pi2xvybLdbSqI4qDsFDMf+OTZV2hztOvBQxW7cT7T1aMWqjjis7+MKd3iyKY52+zzt2PQT7exftHK5WoH8H00sHw3jYuY2Upm5xvdqcvbs/O9/Orrpy99+atzt+aJ00/++dl5UG6+oGpuvb7x5vFdMT7O+Mu5oHnTq53BvunW7Qwfmq8n57O49PISV7Hwa74OFHNgcnDCczDT07MBI2P2+NZFY4vSMWfr69HFYn7evhcP/tI9+116Y++A9oaPZo4+P/kih2HugsbD0R7s096auI633WZnC294YqR/eUIUpxqsmMa+WoTfQaUHY2G0g5N1QCeP1KI66ZEvCYNN77JW/MPlMztz+mqDj/DIm1dfMSBx7dhw2SNYqFzZhscmsn5s9HTFmw2/+OwQTD4vccohHb7EGB6+h0HZectUn5xO8cBG7PHzLQ7bkzjhkJsXJxux0S+PHRe+tWsd97yM8cVDzzwyrtZ4sPHoGYunO2nG+MVkXt3YllO2cOQA53hQ9uqilEw+sBAcPIRnzi5/xUUnn/Rg4BULfTyxsNlx1UALl51twXc/sRMrXvIdn7wcDv+2Ly8I7IP3nH9v6vgItxxu3PBgL0zrDfPY/jw/40Xc8Wvcs/0O7mS8mh/15fOtsfEMz6zU+gLS1yeueekzGI6XcxE5d2zevDnrcJr6z887PP/8S6fv/eCZtY6/99/+/unTj39qZMeF+rV5AFltHD/4kp9caua16ppMj+KvyflPOqZi1uCg6pcvPQw6kfVBO072dPHN35m1XJU+x5yfJTv7g2MePts95raRbMjjGYtX2+XFADu6HdPm1+8EuhBla3uw5npr/H7RXV3YVIyCKDnzI9ir4kvsTslV7GzoRGTmClWx8rnjk5kreOPk4ZsXw+7rkke2x2AcRnFl04IWGz4/+b7E2vk71hpb3LGX/b3zCsTO5f/q12Jb/Hmvfw6w1+bBOV9L7kHgB+YE+eKLz86Dwt9cH+v+3vd/uF6J3Bid2ZMn9uNAYYf36QG5OBjf/87xisonCbpzAr9c5SIvcyR2O1R8PDI1WDv/yM3Jk+mbd+C+XYM71IrMhci9dpSxdSHiFdraQWcs9/tGh57mAAef39u+Z+7hvyU/73C+a8J3VRRPB2/5ae2o5QuTPYJrTCZPMvoIvyY/co28kwC7dI3Z0yVnG74xMs/GGDV38rB2zbNND0Y+yglPTDslKxc93Ozp7pjk6V5uA9afDKVXLk584ikmfI3/9h1jhM8ev4sn/OIoZ/rZiJmNuqgnKtfs4GnZwSm+MOnyWXxw6OMXrwuffOGxrbVts6s+rVP+shEfHPxqkB98rXjllb2xmPLJRqsW8Nl24S0WVPx6vtnTy54Of8Vd3u7ueHuKLt/5h0EfX2OHyg8PBj497ZKStc0db00dxyq6npNxknvnHRenao0LV872Gy9W4B9r6cLjzblD886bx/50fS5slt/BeGvuCs0NmtONOd6tr7WY++CvvjYX/Pf6rqzrp1fcvZ5dzwumN901GJuPfOTR04375hmfOQ7funddAgng+ODFsZuuuZxbO73cI7JqZLxTfDy1CKO1Jb/EC3uXXY7zwd9qE9O5eLdjoZM/42JrO2r7SEYX5at5durMJp9Lef4017PdW9sEnnWl00UNnjtq7xe9+8j3X4l6BHZ1QLs0qwj0jBUgkgwKowIkx99b8vR3vbD2g1o8fvfxvvHAKCY6tbD1Frw4zPNPN9v4eLs/8vTCqA7h6He7e+ZixYl52LPk55PijO0AdG/Me8iz9y3f7uL4sbdvPvmt0//9t//P6ZlnfnL6xS9+sS5U3rp+nDh9rFIOv5gv6YOBxOCgYgNzUeOghcpHPBpig883fXw8PV7xd+BnQ8YHPT2qN2bj4iVb+jW82zrn7QVPg+GVn5jLxVx8xWR8mcf6xubzOnZgpgNPg21e3PnT73HRVcvs8gMzWyfYMLPVpys3cjmoWbbFkw0d61Jsejx50i3GVaz5w86aomJMj6z6wDDfacdKnl9YXWiQwayGMGDR0WdjTLcDWJj02bfdiVcTm3o0zw/d6slHePmhh8+erblY6Znri4tMQ+xR9SlH68Em3WzxynG347ftPjlb+rCtHwyt/IpJXppY2Ohr5mzUGcHhCx+ldzk2F0d4rROs4jNG+TDGE1dUTGppzDYKn353YdjT04sTkVcbeeKTt/7Gbfvyw79vLibYuePyxnyoAQ3sipW9sYse8nfe8TbIcUziG+15V7t8kl+77q7ccZHmRHrjvvnCxrnw8c3F12/M/v/Nr4+Pt09/+If/3eljH//YwvPFpV5AzlFl5bheb07siN/y3ufFs8uWwfmPmCI6ck43mXoY42sonfR33lKYP2xq9KtJOGGmX7/7wNvn4eEb75Qs3Obit61oxYuHYNMjM27fxUu+Bu/Dn7u6sPkv+RW0JqF2JGMt2Y5xWZxLnYpWzzYdPdqLk146S2H+pKtPX1+M9JLpi1eP0iXTIvzmxrVwm+vD2vXheIUyhoOjRuI4NvBlMwzfLvza66+e7n/gwdlJb52+Og8Kf/GLX5yLmh8dH+keOd39FahPDCA7u1g0funt3/KL38ZIX4x0kI0TkdOrJuZ0yDtQmcdnU47ZkMOIjOPRNdcXY/b0s0vGT7rk4ejT0ed7141Hd2/plHP28PcTTDbpVRt82OHv+cFIL1z6O6VPbsxn9TXXYLOjUxzGiJw+nezxye/Usg/bnG02sLLbdcujWJKl68QWTx9f38nMmAyWPp8w+e2ESIaXT3Zk5nqy5DDkkq4xgmecHzzj5GEkr4bFUIydNNmJg11YerziI4MHA8/FABwt3fw1zx/9PT4nALz80k8eP9tiZxPxSQ9Vh3yUE3syzRrpYdGrfniIDUw5JiuX5uXKJt9sYYdZXGLlvxzgw2ZbHC5IipG946Mv3dvrEB4/+MXkoqb5inve0veg8K1bN9YnpeCK4aG5U+W3pj786IdOD84X+53Oz9nwN2i38crniOOoa774RstmYtgpO7ptO79Oj061y8+lffXJh/kex25nTH5JYaZLDiP+jpk92e5nH9MhdwyIkpOFod62FWRN3m963y5sStaCNRasucRKbk8gvRY5GT5iY7wXJCz8vaWbraIlD6seHv0Ki/+vUZjZtBDlWl9selTcejsPf/nMphjdhVu/9bQubOagqQYDM1muncrDvjeu+22kt9bvPv3DP/z96n1PQ/70vdLlc+3E23qY77rFUnxkeB1oin/PxUFHzOEnCzfM8iJPpir4+3qLiQ1+/vHgIzJzB0S+O2nKE8GiUw50YeGtWEdO1gE1GVv+io0OmYb28a4HF9GHj8j5ReLZ+WTWHunJ6YpfD4+v/MuPjgtU+mTWg36xFps+3/p86+lrxsVszAblr/neG+8NdnJjcYndyRo2P3jGbTv0+UPG/GmezdBnD685Hhs8Y3y2sFF4a3Kek691np4NXXaITExaPvDCtE3AJCuvfLIpFjItwmdLlx48Yy3+vg2IiU298Z4fXLLi3f0WB32t+R4TO/7I8a2HMUzUJ5/IwtbD6kdJycQPJywY1rN426boFUt25vTEgmdOzzyfaiOmaraCmz908fX8XWLAKW8xkPsunHvm2Rm+EJ3w4SBY2muvHj/BMFHNtxPPXd+540Pf70u99IuX1l01LwJfeeXl04tz5/sP//AP51fCPzjP5bgLO/Gef418z0cMqH5N5o94LnnJ9Mnp1PBgh29eS6fa7lj7mP6daOcbF5vevLUxTjefO69x9nfyFSYZ3J0u7cPZfV3a7Pb/1vF7urCpEPWcN94TiWeDM96T2RMsMbzLRcYLJ/v6kr7ELh58Lfw2og4++JfYYemLhT+65mj3n/3O33n4zdnd1psLF//d8nQxM4eCwV3S1XvrxsNzPDrpPTU/k/C3f/u3p+/PD1v+cp63eXk+1u3Vi28U7qAqPgeA4tz94pk7KTmYmGvl5kBAhheeaMw7YKiBxsYBBx8WW/P8scl2mPOe96GfbXrVgz4ePI1eeGKxXvkLmy2bsJbD8x86Ph2Rjj7fxcUOX4vY0UPiCDvb/NHLlsw8PGO065p3YWbMVj76fGSf/70n22OAgcSI4OS32OrJw24MK7xi0Ce/xBIrKuZ0YVib8IqHPR6/WtQJiA0M873O9MzDJ2/bCpOMDnyUbjmKkQ3KfzIYxdiFJD02WnHRN0f0882n/Svie8fEN0ewjDtxmxcPebZ4ZOkXH377afrlCjd78YjVnA0ZLHP2aPe7GGeeMb1s6WeTD7bpkMGuNvjmiN6+5mTxxUjGjt4eX35gk6FqfvixFsf2Sk6/GOnSaVvY+yOW46IR7K15O+vtt63X8WLp9dfnAn3iWj+o6bem5iLmsccem7ekPj6PGasl9IP4rcEt5uT65JfjdKpx8ubsqhUZ7HjVa/e3y/NZX2xwqkVY+WC/68Wnlw3ermOMl5/wzSM65taObhjk5WFMpxyyoft+0V1d2JRIgQtGkIgMX19bgrNsH0sIZZPdJW7zHQ8PXcrooOLZx3RbHHzFT19fPGQVOzleO48d0oNrfYNvC6Tffex4bLUOtsXvrsz6VuC5ZfOOuzXj5x0Py817vmvui6fmluut2fl+8IPvn/7py/90evrp78z31LwyO+NxMeOVS19H76LEq/0ubIrNQ4F8v/LKK0v2iG/dHD3UQUlM8mWLp29MlryDj1eCTgze1nLyIZezsVyR+eLP3KeYPHMgFnz119JZBvMHDwZsxL5xNV5rcN7G6CM4/NKnt/jn7QGPjI744RtrrX210iM25Zot3Rq9MOji46lZ8/xWDzrigisnNcSrzuzJ4JLrvaqWr3GUL30UDj04+UwuFjJ6mjiqHZnGTqNXjdnnR0+PTA3NbVfWFBYeGYzw6cDT5CbX8OjQRXBgkzfPjzld9ggWsg2zM2d72dOBz59W7LtffLXa4+Zn1zWHQ09jA2MnvsWiBlp1MW59YRaPsQYv/HJMH4Yxvviy2fMxRsnDYovn2MCOXrU25heuPkrPXD70i5cNnmbbNGdvzg6JlcycDBVHY3blZ6w+9OmJXcNHsMWnd/fEizjxpINf3o2LmX35Cc8X9+XneJ7neL5LLMhzPP88X2z6ta99c34w84Onz/3Ob8/HwI+LY3Zi0jdmU5zGUTrNxROJEeGFAwO/Obn57o9MLjv2PmaTfj15lI9LWTr40a6j9ubJ82l+GQ/7bNPXy7Weve2jbdS83Pc6Fcvd9nd1YdOOULCcl3AB7wGRod0uff1ehMt5OCUdVsVgm3225untdumyRc3pZpu/MJunv752Wz7nDS9+/SUOX3tLLi5jNN7XQ7XGb89OtnzDn7mPePsl2jfmQuYb8wkoX8T38vz+iTs1Lii8Jwymg0gHVdg2IAf+8kzHHJ8OnnljsdrRzTVrpl8xTTzmYqdn3AHGQQmfHplx6y0vGO6etH3QC7O48hMGOzJ8mPjsjfG0fPKPTx8veT7w2OLvlC/8ckuHTfj5T8aOrPgcXFF8esYavyg8Y3jm1iEfycOEgXfps7keDnx+EF7+1KR6tBb5Wsrzh7xY8Hac5uT53PHKLznsth2yfPGdDntxIZjaXjt2dKPm7PINN6IbdnbFlf/qkT+2YqJHdrnu+eoAXAz6fMMqr51XXJ0sw4YJb8doTMcLEjrs9PkMT8+PJk9yMdA1Z18d6cjLsYCcXrWpBnwicnqtCZ448bV84oejxy/+ZHqUHT0xwaabD7Gxp0cHldOetxjZ0zkwXdwd651/MjZyiOji6WH4ePHrb/Dnorttz9t/h/zWHGNd1EyGc1x9dX6W5gdTg/tPH37k4dPjn/pksCsWsa8YB9cPaYq7HPCRvmaevFjJ4jXW/5eITetItxoUg1zj0c1fcjbxjNVnlyXP1lxc6dQXc9tQsWenj8g0cWmosT5MvfZ+0V1d2KzvCpmiFKBE9sAK8DJB/JKUwKUcL1tFb55N+umQk9El2+XGZCjZ3rcR7HL6Nbnt+sZ46OqwerUR30kXT6z17MWq5ye+WJZf+NPcCfJTCX6x9pan8+ejjl5JPP2tp0/PPvvcuuviwubYMI+NqIOwV/cOjg4IDnYdYO2Q9PHF1MEMj28x0engm67Y8Nuh9XiwkYsr5Ovw3Y1BZPCriRjg8+0ORT7FoYVNXyz0NHO0ajP8qPo15xeOuGCj9bbe+LzvfBJlk8wBVrz84rHNVzHha9Wr2PJprnVAzV6sqDm/u44Yyw3fHTQ+1Z0uogNHbeEUH1469IqtE0exw5WbOYKhZa9nC4tO/uSbPzxyumEY08GnJ+b0rbFGBy9+tvHo2D7oiTO9aiSutsEwL2OFmZ9OlsVVzHDTw0N4xnDzCwex16opebzqnz1+9vDyCcuawSC3BvLirxjYGpPT1+BnY06G8Pd9gx0sfC37bGDjI+vHVtuxk/EBz522dNgbwzDWwmZXzMZk5vFgpZstv/DxXcAjY42MHmr7KzeYkTE9DwAfHwU/6sMmvfyWe/Nwx+vYv/sYMSGMvePX+csW18vL2dfmjtALP3/x9P3v/fD0pYe/fLrx7/9ovTWlLj2rtOI+5y6G/FYDPSqO5HTT2Xn00jeu4ZUj/XImVysNkdkP6KYfJnk8vtMxrv7s46fLjhwOeTrFn95lrLteOrDwo+I2Z88P3V0n3bvt7+rCxldSS/BOJEDNIqACLxlzG0mJ7HoSI0fkyNzYjhDh1fDI07/UqdC7Xrp73zi9cJoXl3m+d5v0kpNpd7K7zJPO2/PxQ1+8cP3Bh+ZbI53AHKRmp57xCy+8OLdHv3566ltPn5772c9W7b3aGPjZ2T4wG/hxguZPPW0o6q3fN8Ri0qunODQ2rScbB2MnF2RevmGZO1DtebBJrwucfPAX1jj6lZh2HOM9zjBbfzFoYerFT08M4kW+wwa/AypcO78e4ZPDZVtuZDDNER2NHWx1pZ9dJ9Zw9eQIjnmx4hVffH02/ETFRF9eDqpwio1cLOZdCHRSgoFPTgYXTnUjC59uMcgJRjJ8ZF5bjPlTHrCqhXHz6qlvzJYugpe+Xox68WpiFwtiIxY+6cCLireYizM9uOzLny2sap2+Hp9dtvH42sfkMK0L/+bFT3ef47ONX88XfvWRrxjx2OvLjc0lhvneyis9fXWCFwYeP8VrHKVHp9pnV0zViI622/AJr/2MvOOCcWRcnOzDCJusumYzVV3rU17kYbJru2oc/pHr1XZsfuQi9mO9b958e+7ozBeXnvNxzL127cbpn/7pS6cPPvLQ6Y/+6I/WNskfP9bKp1Rb25XPyLzgL5e9Lxa5xN95VznOaDCidOvLV9+6kWnw9hY/22Sw1UgrfljmUbp6fD3id+U6c7jJ8pHP7C/xzMnSM99x8oP/XunqauHfgNTBvEAKdD3oOos+0a+Ad8iKWGGyVZzs6RtHexHwzdnvtOvjN9/7bLPLd1jk6SSLxwZvb2KWT7R0TQZnfUncxJh9duboTvgrjrmouXe+b2EiOR9UZiOaVxouap566lvzcwn/dPrps8+e3lo75tUrKl9eZcd0ooa9+90PDvktHj7tpPSNbdzt9HgdaI3DlXP6sFvTPa/8rGTPf9ig9QV851ry2dq3g/C515ZOzTYnvuKHxz99svT0K67x6ScWfKzzMn7zcmVvzE6cxdpYng7O9Gp8R3hotws73i4nY1MexvTML/1U7+Vg/mTTvN6FpNqRdyGTbxio+hSvOOjvsdDLjgymuVZ9qrm67LGzNW8tijW8/Oph8R8VRzGSGYdhjPY4dlvjPRZ2O5kXjU9lXQAAQABJREFUR7jm2q6bXjKYeFpx7/PGfBnnwzyMfbzrp6sXk1qXpxrHY8O3hswj42ySJ9v7PZZs6OcbL1y9+ovHWqYDjw1/+o4tHUPEzLY5/XDDZgcXPlxz+jV65Igc4TnG+VZabymZl3MY9GCKiYwOmf6I86hn+wL98bD8Hznadw7eZLlsfC/Ym2+8fPr7v//7dTzxSan1XOLsa3B8SaiLG8Q3X2j3vRjzp1yKCT9eOtX12lzUe37TvFza19QL5SMM80v/ZLWw2MLIzrh1JItvzGbleV7XeGzyt/sMN4xk7OIZZxufrMbn+0V3dWHDeQHqC9zDoU4mSMEQmaRtQDYAVNJ7McJbCuc/JWzazpAvPPaoguyyxvkKP8zmC+D8Z+cVG15Y1MyTmS88/BZo5MNc/GyLr3kxsMdbbS5i3pnbre7cvDN3a07X7lu/Quv7ar7wxS/M99X8cL09de9cAL322qu343BSs8NX2w5G4bYOfLUD6h1AnATpmdMTp9hguFAy72BQreFEbFH10TtIofDWZP7AcRfF3b70yYxhw+KvMZl5TbzllA1duA5CZG57+8kCcvoemnxweOZwilePV97xd1zjiB77vbbFpxdH+PpqXi7wjRFc82KIh8+OnhrqiyebdPXJjau5OHe+WMKIry/fYmCnIfqI7FI3PPL0ynu3MY7Sy7+5PIu1GPCNbXdd4MkLjw+kL4a1PZ1tigFG/na7dOHxm36+L2ONX/7m4RWDObm31XYe/+bFkoyPfO/+0s9na88un+JHeIgNWc2cjvkuT49dNcgm3X1erMXUmtGJBz/b5Wz+kFWr9LKx1ngannrRzReeuujLr1jhh+cO9j33HG/X0oVRo1dt+YNTHcl++cvXzzFbf/sh26uYiuXmzTlPzc84vD0fB/c1Gg/c99DpB/PpUzH4moI/+IM/OD00b2EjFx/iQMVdXnjGyc3/NUoP2nrxN/4QfrEZiwPBbt9oX0pO57LBIGeHjBG9ePuYvjUgw4/2Md6OmQ5e+PF2O+Pkxvs8fnbvpb/rC5vdacmsgjhZjtCGhgR+Yw4onhs5yrrY7ypq9ukfGld6l/IKshfFONr5l8XasSweCm+X4We7Y1tseUbLli6GhVrdVSznbWhh5Ydq2Hr845NRNtp5NXBjvhl4vq/mRz/60dyp+dJ8Gd8TcydoduyRHR9LfGWdZD0nAt+v3i7/M2lDb2Mupz0Ha5Ne67Tr0bXjFGcbP0z65HjF3lgMLmzxEV3jtV2otfG07IqpWPcDWhhw6KVjjsiL/bOf/ey6iPG8igu9fOr3AwA7WFr2cM133+bl6UDcdiLPX87dG6/U4NJJVq5wUTHs4/zEM4ep17pwMi5fONqu1xiOsYu4apE++2R7LOEWO1/Fblw+bKsdm3zQQXpt92fOpgvmfNEvPvjGZGGkZ26cTD1QJ6vyEBuiv/eww8xfvmBld6zQVQ7Z7L75qhb5Lc76/e4YP9kUv9jC1MsDiYMuql+T+RN2fLEZ69kVa/rNd8xkeOVPTz7pFWPxpRcfBpt6MSSzD/c1Cnhs6SbfY5czn/mlt48v8c2L0/igLvKOC/Dw9MVoffnnO//56Vk1WAfvXMu5uEHsyuPavbOvzdI4Hv/yjXmO5d5b86LymdPf/M3fDO7bp8//+z+eu+ZzYT7HXL8o7gIH5qJzbsbFcAh+9S95sZM2vjnHF1uGyMqvPhu6NbLqj0cn33pyba9NvpLnn86Oa942SyfsXS9bdvhRMVzGRC6endKt32V3O77rC5sKwPEefMkL3pjM2zM+7ZMNWWPFcNA070BinK0xfbKw9z75rm+c/3xdFiiMnb/zdjw+UHEZk9evuzUzl4s46bXIdoZ0k9kQ83Vgnw8678yBZ3ZQv2/0w2d+dPryl798+v68YvAK1o72xi9fmSCOu1/y8g3EnrVZb7eMb1g2xN6W6sS0Ap0/bJBeLHTFSQ/PWFyXGzMb+j2QW350w2zncjkbDhkdMjzzWzN3MNiJDMGlnz2eeX146YnTtvPBD35w1aiTLz3x9mqanrZyGBkyh+MAPYPjTuP0qHjpN9fDPTSOWMVZ7dhMsLcvbJfu4JUbe/5c5K/9YWzJimnJtoMzWbbVmQ4yr/Er77DI5WbuxGtMtzibh0WP3LxY4IUvj3Rg06GbPb2V+8joasVDhtLV4xVDMaXPdl0YL6urH/MsN/Z8hYuf72LXIzrkMNmpnLk2wvVWAv/s6Sycc7xszZfd2CI6iAwf0UlvMeYPfDrVyTgybg7DeMUzCubG8NLLJz659cx3OLCzzS5Z/OzNyzVePvk11tRF/NYJwcuWvXF8OmwQmWY92bcWyeC4yNC7EEkHnrbHsvsc9WXD1/G7Ucd+49ja21Q+xcQmO3hycuzky/zY3lxYH2tE96bfmprvtdGMr907x4nJ4dr8irgPYszetDCffvrpdUf4k5/81Onj8x03Xmjemrvr6xuQ5wWn35pCciiOxbj4k0ydIrGtuIex+pnf5s0YmWty0loHvPYjY/6LgY5x9vX0isMYZWfODmb8Yg1PT29vdGHmm8wcZU+Wbf7Iw0kP773SXV3Y2MAKRo9akMuClaxEbMgFv9tln615+OHG0yN4iHzv1+TM3213/qXvZDAvbcxrxUTf+F26M7936YrLoq9uAjQ7nxxm4qn7e+eLpm750r3Rv+aW6DS/f7KM5sG1Z5/72emJJ752+so0z9h4P/eNV+duxLxKsJM6wInVBYyDiNuX7ojBczdBjdnQfcOB5BwK+ZKN/u2c6J7nergd5ORIny7iwwYPZ5iLt69DdSXPRk5L/1xbVtWteoeRr2LDr+ZyaU6+H1C//e1vrwMmuYds5UGuNg7N+NpO4lhLNDnx64c2XXDJHb76OcCZu0tTvuyKs3zhGvNAdmPawh9eNeV/5a3Wg+nixoXi+gTc9OmzL176+bptP7qIrOYtOP7NkbyN9dZLs83AMsanLzcHfjFq5HiRGuKhfLHrRIG31xU2HNslopu9XoOJjIsBjjGyrcB4l+wcAzm+xgYVg14LX1zGdK3t2ibP+mqej3AW5uiWf3h8VPtqlAw+fbmUOxl9eJExnZ3yG7++teMLJiwtOZ+7LH/h8bEqM3HIE/EPI9p1R3hbTueo6rE+t7fRLZfw5L30x0+8charVt7N6cupeOTaeokJX247Lmz25F3UpOdHE9cLu7mD4k73gQvn6m4xm+OC0JpbkyNfuJL1m1EDfux/c6H05vygJsE9azeY/Wiwfd3GtRtvnr47PzT8la999fSnf/rfnx75wMPr+8Ycy+8ZXP9Yir9tiAsxaY3XYP60BmTGzdkj811mrnZtc3zQ1dRnt6le4ZrDqq7x8Xb+Ajn7pksWdrp7fPTxEcy9j19PFkbjX2dD/l7pri5sJCtxJDgBx9NLft/wdzn9Nm72dMkrZMnrSxxW47B2uw7UZDuFla0+Hj2xanhk6aVzyS/GdMnDGZC5fJkD663ZGebf1bdkzo7K7/y7OTuJOy9+1fbW9MOaB4bnRDcXMx4Avj5fBuVL977zve/NRc0Tp5/8y7OnN+dA9sacfHxZn+dHPDdi47az8uFH3N6aVxryeGvehnFSUV9trdHwr09TQ3d21vo4uAyverx5PhHKBc+F0spndNQZj07508MfwToxOgC6E+FEzfba9Ouu0egt3uDAc6Eg9r2uew0X5jkGPlH6Tt5yb83gi0dNUB8rlaeTNYKxtrXxy85Fny865JMvPLGLjTdjeTpxu5MDS45dSPoFcpgr/tFXQ8+VaYsGx3NE98/a+Di+Wrhr9I7anbHELSc4HhQshrWm45dv405wcOlqqDUQQ7Ugw69WZF0IygFfv2IZ3fTYsIWjTvjayn/m7Vf84qtr+myMNWS+6jJz9sYonXo1vm9qQh9+Popt5T125qu+53g8myWHtsf8Whs2kTjJ1rpPDO6mFqt1Xtv2KFtLePbN6xNTsVtL+tnAt2ZyFxPctW2PHR3xlKt+jw++WPA1+moemSfDo9ua8Et+3DU4tm95movDMx/qjFx4q4/5woQ1bcdfOhPPOGGyenL5vDM58KsWyD4gDy0Mcvmozzp2wBoi19DCGD12iL785NW244UH/ZdeemmtG93ywF/xjD47xDYfV/VU9+OOj9/YO34J/Hgey7Mz4nA8hf3gfMrUeh0Y4jqOP+Zi8qKSL8emI1bHAB/E8Ezd1ODGfKfPXEC9/uZbp+fmRebXv/HU6bd/93Onh3/7g/Nw2+Q+TbXXMX5Cfnv8tubih1ku9eTJ9Onrbb+7Dbk88MirbbXGl4t5Yz2iH/ZizB81pMvmdq0JzzbphQfLOJzdBz7Kjz6Cn006xWlu3JxecWX/Xvu7urAp4AooiHiCjQrc3FjwiG69sUYOr4ZX4cg0PHJ91HiPZdfZ+WzM47HNPl904qVXn/2ddMZo2dnpXe4f2LBmo5idD4aN0sHJjjZKc8KcA9NsG15V+OIoaX3/mR+cnpifTfjhj3+89N6YnayDmRhh6A+c86eh5pLq9kY6ftBbs9Ouk/aMbX7vymkc0XKwwxebVp3rR2Xxj1zevR7xls5ZD2Z+8CN4iEzsfO16yW0feyx05IX2HZ6+gzusLjrosqWvkSF8+ur2zpmPx5eDrLHnct6c53PyDxt/j9V8VfZcqwV+8YeOuz4OmHy6qHMx6aJGbCgf5vBtC/uYfPdNJvZisu5hVLew9SsGcVzEzw9/bT/lBqPaZht+ceGz68RpHtGBke2eY3p8oeJUDzzy1te8NoJVw7Do5UcfDr7Y0ar3xAFvxx3l2znji1x+SL/GZ3xyeYZhuzAubzL+rG8n4wU0f9jCkkPx7TLjcq5Pr746wrHO+MawzZF46O2+xJVePV32O8bKf8s1HfydWgc5sr+Up4vPX37EYX9UI/zySV9/HPsODl1NTsUZnhgQvrEefrGsi5JzbAefztU5hF7+qxm9/MAsRjxEn47eHSB3+l6bO958rU9EvfnSPG/z49O3nnr69OiHH50fy/zw6dqEmS82r6+LouODDPDvRPT5rDfWijcbcm2n5uWSXTrJ9WRHbQ4Mc6TXls7kui5U+ZqaZE9vH2cTBlnyeGFnu8tv+zv7TfdOtmTvle7qwqZg6vck2yD1+CXUWMDxjHf+Ltsx93E69bBqO1Y8ev8asbkktqhckqe7+7niTV5z2GT7zjtzBT24nuSfDKcdJ3Y7irPjrfl9knYg79XOS6bZia6fnvv5C6cn5kHhr83dmuefe06h5pXYcSC1c7UxtwPwjTfvat0+aKbDP/llrM3f9Up2IhR3O7YDgYN61FqSV9cjzysfS3cw0tWLmQ3Kb3O88PTkDnrxyHeC14GITgfA7OgWW3bmDrL0k9erEwz21YweP51U6JrfJjWahvDh7wQL5m5j3gVmutUu//iLN5higBMPX1NLuOGXk9i72GFHt3yM6bGhU175CHvHxONHy1YsMG0X6DJuNohN9SwHPZwwJ8D5KcLJ9xzrbguDn4jMfNmf1yr98OEi81r+4q+LH/KleWx35+HtLlwMmDJyYjeWL4xO9E7GeIivYjSHczvXmYvpEnvFQ3mIrBMv3Wq7YhhZhE83LBj017pMje6Zi3FUDYzJ6O+25EjcUbj0sy+HZPGXvfqcY6sO5mTsqgn89Mgap0MPz/wSp9jy27wY6ZNVuzfnjkrjdMs7P8VYnPzuPHzkAmV9h9had3eq/Sitn8l44/ST0fnyl796evzxT61n++71AmvuxFsPsd0/L5bcFQ4bvob0+PlZzPlTfDvfeG9006vPnt6dsPOtD4utMVo922OyeLf5Zzn9nbcmZ1k4eHzU57e5nu6lTthq8n7Te7qwKZgC3hdNInvidOnFSx6vDWHHJNtbtuno8cLQR9ntOsnq+dw3kvD1+Mnjh18fziGf3Pxb28xxUWO9jjjgzUZtZ5y7N7DZeFjNW1M35u2o1+dC4htzp8anoJ6d76vpNryTkR2mg2G+8ePZoY3FG9HjB5+vvdErt8b6/UBw5HTe+M+gYZLRb06cPoww81kt009Xj4f0vQo2TgdWcjhac30xh7XjGadPD6XHV68ejZ2sED0XEdnueRaTvnH+wqVvbM32OogjXb12GVOx6tnvRDfcTrA7Tlhs09t7usVzpzrTRfQam7Mp9nLCp6ORJTcXRyd+tsUYbv3h7ThYs6NrO74tHx7iE498HC5ef9hF+S7/fLNZb5+MIp1iZQc3fDLz/M/gdh62h/Yjd840b4vmQ18s9eHoEX4+5JmNeJB+X0O8fRtgS85OQ+b4+7qES77n0xgfFR+MYqj+xQGLHnnxH9bHXzI2KLnjkvUXEx6dKJ/6Gh21ZceP2vJbTDsGfjHCbE2MxRymefEYI/PqZYxgVWPYiOz4Tap5Vuz8wkxM4vOWly/v++EPfzBf3vfl9e3lv/c7v7O+3fyN+WZjGPfPQ8wwi2eBnv/kN94erzGSU2Nz473+xntt+ITLJ918GO8NVjjZ4/U9X8aITRQezHCT/TpePuldYpmLN529p3/pA+9u6a4ubDjbgxBgc2Okr5AlkM7e7+M2rksMePTSNY923UueOZt0kscPs56eGIo7vex2PTz68eYlqP/r4mZOB2c+LQeuI3YPuqGe4J/D6rr9N5vg6cfz1tPf/d3fnb773e+ut568TdLFi3j2HcVYQ3bOeSdr6eLRLf497+IsvzYw9sZs9Rq/duZkbPFROPnRo2pHboyfTTtdPujsNumHlbx40t3l6YiVvRaPfmN5kPG9+zems8vkq+F10MxnuezY+zh/8cxrHTzzRwfxAz+95vpLf3hatWRDp/zFLSdEtufKDtGX16XPsNkhci285Et4luPR16dPnm9++NtzN3fHa8fD09iFpy9OuuR6D3ST5UePj0cH5S8bLxDcHdrt9rVnQwantcdDLmgQzHKsrj3bFe6eAxv6qPiN6XRRGg4+jLa31pcdDD2yzq1HPvHL5XjG41f3AzrVAl5jGMbstXzxTxZu/uHsfo3J1Kxcw9TLZ7fNnq5Gp964GtO7tDOnU5zs8LJng/B+na1cYZS/uPksXzKkd5x2EfPmfK/YQx94aF2ouYPtuR7r98orL5++8pWvrreyH3noA6fPfOYz6xk/24tHAGAWR7h7bI33Pt/ikxfaezgam703VpcdyxjF222TxWNbTciq7QKYP+k13zEb19OBdSeiA2vXzTc+Inu/6K4vbApUIHvyBXmnANsQL/X3BSy5dPaFrijp1O++8pFuMjh7bHeyJc/uUj+cMPJTnMt2HjLzhPxpfm373vkyhHtc6QwdmHbm40B/bb58z5WyHcBO9LP5FNRXv/qV07e+9a11QODbxyLLHbYDhQ2hHdH8+tzpsaPdfON4m4IfOyzqQIkn1vKBZRw2Oczy4cNYQ+RtgMaIbbhs0a6Hl+6qy9iZZ8M+Sg+PH/Ns8DRzVEzx081fuumb09lj3P3t43x3oK4e/MLbMfEQXhjJ9WyLkW9rZO7kZN7a0GOvrfUdHbzdd37CF+fOM+/iLZ3kerh8amKgX130O5HR94pbDMbFZ05efOyyz+9ei3j02CD2+MWTPz1beHTp7Lr4Hu5c/Bl7FoD+HguZVgzFxtcw18WNng6qN6bLjs89Vg/ksm+boKexVXN9vOKGo2748fJHv5oa09XvxN9lDuKCFw7c9nMyb3WywdfDgJtOmOGSlQdZ+HqkL85s8q2PB4euHk8LD188O9FD2dPRsqXfPN2w9Zq4UPPdR7zwwy1X80v9XZY9Hj/3rmOpt4H5ZOuLP4c/sxdffOH05JNPnR579NHTw/NjmR/72MfnQxNXP0kyrlaM/PELO4rXPJm+tYq328arzx6emMPVo10vHj7dnaoTXjb5bX7Zk6N6crganjyKaSme/5Bp6VtvY/Gxeb/oPV3YCEJQNQELNL4er77Cp68vSX269BWFPGK7z+Prd4xdx1jbsRsnqw8vrOa/rv8VO+9UHqlu/jDkcc5t0nFx4y0p7wnP+W7dnXFB87X5aPer84kHJ0HUg4sOTk6IDqRtBObeRrl5cw6C836wWGwUauSkpHbp3imf5HDYdODmt/qw39egtaOLn4z+vjZiIcOv32tVnDuPPeqglS+66enb8NNfRvOnmhVXsdFTR7HQMc8Wr7ecigmPH/z85T9f9emSR4315DulX4x0igcPqTke2Y6144QNz1q0Xajdjlme1VSO8BFbc37xGhfbHmsx7jHBYBe2OTLXutDCyx4m8mkk1JzPcqKLv7d0+aOn1+iKO8JD/NMrNuP9bgYd+Gz15EvnvAbVRL//gCo7eoidt6Ky3fGMd0qnPG2PePzvjV062eiR/ZQ8bD3b9OR+8xx/emRqkG626saPOR3bEL3qx1+4YaVLhpbd2f/yva1pa6inl9/D8viLn52eTvp7fNmEQ0+s4kd01QHRwW/d6dbI6eWjOtPFSw8GMvfIgE830n3rrdfX8cP4jfnRzAeGP4fx009/+tP5lNSTp0984hOnRx5+5PTAHKOzP17UHjWOt4TzRyzFwBcqR+vRvHjM6VerpTB/il1PjsIrJ/z08pG+ufFutybzJzvz7MJuvtceb6fm9eHo4cDXyNOp33HudnxXFzYFUFD1NhQnEIHjXRbCwuz89ASPj+LpWxD85PV4UQtVodjuG0h6YZvvOMb5ghG16M3T09ODp6HGnpkh81HsQ4+vY+6jppMV7fUxRHp+tfsLX/zi6dvf+c6y+/nzz6+Dv/irFxwHN/rF4Cl9YzV/6aX56YAHH7h9kNpP2DDoFG91cWHUK/PdD0y58Ifo7xtwF1xqY5yOebHhGbOtPsn5xRdPOTkR4omDXrXkVzMn05cHfM08G+P49d7SQ9kVR3b0YKPisQ2LUx2N6fBdHdgWT37YwyaD4+Pn6qv2vhGZfXkb0y1uGGh9l86M2dDRjMOlJx44fKg/PxF9VE+frb54w9LDoUtefeDJk1821oZcPehkww8MBIOMXmO2Ghw2xVF99Igvsuziqx2CSe7ETUc8KHxx4cPRjMmKzfM15h2XjGE2Fx87xLdYW3NfYVA84dPXovj8WRPbTDXkC09M5PwWI3t8PHrGfOUvuV5M6bHnP5uFDWfwy5kMjnk+zI1bPzh4sKoFO6T2/LVueOZaNt5SDAuPDPFprjXebfHLVQytpzjCgEMP0UWw2p+SLcH8yVc5waGP1N/bhmKlZ57cHD5duZPBWPrzlRw33znWGc+60vc1EO4Y2q48UPz96987Pf3pT59+67c+c3rsox9dPpUCpjvq7TfyLG9Ke03M6d9JjqeJQQ7ibJ2ySUd81VAfv/HuN//J6MKDEeWXzm67j3c7YzHSFyO8KF41D4ONljz999rf9YXNnqwgShC/QAsu3eb18fUWrkKY19JtEfHho3pFxI+Xrnn8Jdzm+LteusVeLPg7z7gNiE44xw2bWaC50heKuzSH7WG/vqFydpb18wdv3zw9OF/w9NyzPz39wz/+4zyM9sN5a2o+RTQH6eLV89MOn6/4xUDedze089FpRyCvTtmWE4zGa3D+g88+u+qLb9wBrRqlZ55usuI031s2xaB3gEXiRLDw6eLVk5mn18kDH+Gz0xwM9eogp/2EWQyH1fF3t82GhK7485tv/OJKRo/PHaua0S028kvbMVp24aYPs/UVj7l85K5uHfRgirtevmQIVlRuYdBXbwQb4Ym1sXkNv9gcvPFhiQXOjmEetreUXOCTs0FwzOngFSc8Y/HLk9w8/cbFZ158S2fmlzL8nccvP/py4kd91rdSjzLMyzWjwwaJDcHxMyds6ZdfPlZMZxv6e7zmKEzjYo3fvB5+NbHO2ZKXC9viwBMbeTmJGUbxxjePF8Zt2fi15qtGszbFQy+bfOQ7nWpBzzi+3rzth10t/8WkR/R3neStDTmeFwBw+aheC2D+hCWXX9nG5sXpvecv9ePniPfYXuSPfj6fZPUDxR/+8IdPn//8508f/cijc9HjE1ReFDyw/MLW2p7FUNx69Ovm1efwfXUcjJ+dPMIKj46WDn7z7OPpwyC7rC05IgujOuMblxfbct394EfFymf8XTe9u+3v6sKGs5JrrJcMEjT5ZaDN65fy+U/6+ja25LsML3t9vtKt/3X8O9nEy9a8GJLV04GtpXPb1xwzbad0tRnN/zkBeCtqHhS+516vBoc3i+khs+/PN1l+/WvfOD3//AvrFYAfXts/pg3XzsaPg3s+6/E1B7XiMye3ke2UHO8qvkPjiPVKG0YbJiyNDp6NcMcqljB3/WRiET/74qIPq5MuXVQfHl45xctHfTG1g+DTzZa9htcBJt2w9enTgdH2vGOJ35rg5deYPdmdfJPj79R89SNfGJt98eJr3Tnhg4xvti528Jb98KszX8VH3rwx28b05No2tl9AVRf2fCC2Yec3Hr76ta7sO/GTDcjC4JuNBkNjE152+ae31mOLAQ/RMdbD1eD0pWutY/psyJuLy7g5uTGcFfPMjeGbwzOGgfIvfvui/PEQHS0cuNnuPuOln+0COf/Jn2k4y05dh/KpD1uPmotD2/nppxcOvXymn61nBFHxsgmHzk5s0ysOvZo2V7MuPvIRXjFU19aFLdLnkw15RNb2BydbY7LupOQDTli+X+zWfNR7fTWBZybvnfWf78rB55qNY/aTTz41H/2e52we+9h6S+rGfXO3Z/bLm/OtxnKC18W/eXEXIxxx6zVyPYrXPF4x0mUbn545uXG+9PF2rPzq04VF11wLR1/bfSzn82fHLb5sw9TnJ5/mxUb+ftBdXdiUdImUrF6wJV2A6ZnvY/MKt9vhxadfkSoAu2iX74UyRtnufsMOo55OsYeVnV5ju8viJZ+MjsU/buHM9NjJ18e31wlxNpiRPfXkk/MpqC/OW1H/PK8oXp+PFnpu5uq7Y8QEE/Fph6zFw0edRJqnVy7FSK6pSQf7q7gX1PoTj165GuOzc4DhA8EzzoZ+RGYeht5JMxx9uDC1eDCMI1hIj6+Pxz+cXZbPLkLETe4A0wmIDaIb5j4vtnzx04WEExhitze6xQI3Cj9eJ3H6aPk467MvprDJ2YTdQd68taQTPszWiM6OQ8+cnH6v9ltbcmRODxWTcbz0HKzjh8k2+/RgeMZmfe3BGPCtpdf6L7D5k53eJ6Kui2UaG360JTv7Mi7P1Y8/PtnQRenoa2EVCxsxJYdFh5zM3FqYa+bp9/Ysvd1Xuvr4K6DzHxi7P3OUbn4u+ea2YrWji/DyZ77H0ry+Gi4ctRqCwwZGVGzN2xbNq0069TsmveIiR/ri3vPb7dnU8OnVL5DzH/HuRAexbWxuvDf+yxWfvjn+ovkAyNKfO/FeoN56Z96Cmhhs89b87dGj++Mf//Ppm9988vSpT37i9Ju/9enTrevHdx0Ve9uH+OEX117jnV+s2ZtXI2N8JDaUrTFfiE65lBs+XvN9HC9sPd4lP+ydb3swTxbGbk/GX2uYzjKaP9k3fy/9XV3YFNBlIBVi7wW3613KyPHakOiao93OuKIkp4N3J8w2gjao3YadeXa7H7J86bOrJ983BvOw9J6xGc78n0WeHWH9wNrwfErKSdaXP/38+RdP/+8Xvnj6x3kbylfvv/HGL0+/eOn4Cv78OFigtfPMzmB+eRBa/kbmQWRvR4lLQ2Jvpym++L8ur2U4f+i3c9DVrM9uR5cenrgubdp46RUTne484Jm3TuHFTwYf1eOj+jU5/ynfXVdsMO14cqCjN9+JTXb4xnvN6atJdulf2hQXfmO9FmZYeOIp7rZVesbZ6budLhdxsaHjeQ76ciIzrtHJh5yM9/qWCz345HhdtO2vdNkXkzGb1p0NXDG48Ms/Psyd6KF3c6+2JbjFyB8yd4fAqWaNz/tCMj72hm/uOZB+QgGuJrbwm7fO+SZfvkcXsQnfOD09osvGvG8Jp18d8pltMrbG9eE13+3Jwil+emocrj48OuaR8d7wzdnnd7cpxmTZhu9nU/CKCx6ZE37bZz7oNdaHYRx+a237QXS0cs1/PX56a3C2wd9b+OHlu9i90MErD7bid0e9n/64Nc/aHCm4wJ07kPNJVjZvzKdRr81x3jM5r88x/Mmnnjz9xuOfPD06b0c99JAPexTZPLd0flYN0B67cbHQLt7yLO6Q8JE+GYzGZOZw4tkvL/HI8OhqCK/euJrE3zGMO46GtduSo72nF1YxF2d6y+h9+PPuo/t/JWCJCKaFwCtIfcUCmaxk4uWOPH19SeJnq8dPFgZf8dLJj3l6+bpTn490zfc48PNRnw9z+suXtTRe/2bjWvU5tm6/xH3f/O6I30j52teeOD35zW/O+7M/XzWrbvm3wVRD+PnYY8on2fEV9VcHgxXLgNGHg/R22J3oscfPT3ntersOnA7k2ZMjfb7DNN8xe3UfJr1OgOGEVb/jwstHchdLKJ/h5LvczfPvpN3BlH5tAc0fc3bx5cC2E0lxJGdHZ6d08MKqdvE66Jh76wSxqw+jHPiTJ1/F76IEDl3xadWcbnWByZ5MLx82Tibs6YWhR/wa19ghPZ4+fGMxmbMrprDMx+h2bPHh0S8eY1j1C+8cG75WfnIlh42H0rHle05m/aL66ODncx9Xj2V8trfv+o01eoiO3MyL61f8nWslHn7oacbsNBiXMeDjpdd4OZ4/5CiMXT+sES4df/CKjf94jYsLjpoXIz285m1f8fMFe63tYBuzQcnNtUsZHp30sqGXr7aZMPXFYxxGtrDSqbbh5Se79IrL3LiYstPPVfHwyeRnzOPh34/Y3r4TPAIvLvzY8DPP/Gi+uO8rp4989COnf/fvPrdexK1aj77t1APeb89xh9/iX4PtTzJ943TjwUTFrk9XLtVrKW1/0sEKqxrhqV/8XccYJctHPH0xGYtHw8sGH1VrYzqXPvHfD7qrC5uCFXjBC1LQ9XT2ohnjofoSMG+jpBfmnfSyqafjQMJvvmFUsA4y6evDXa/mzsUvPhjk6ej3eMzzA6t49bZ9bzmte8Mzy3a4Mz6+kdXFzBNf/erpOT+ZMLReKY/NA/OppuOOzrFBdKDW8+9VNDyfsJruXX7tNPTYF18xmiMYamEuVkQnvj6Kv3IaXXMUtnGyvXfXSK6w6KZvLZC5k6h46RSvOR9ePXXx0PZQLGyLe4HNn+Z05FYu5MWlbnxqsLvD0Y8Ltp3sNsYwNTHCrfGTbjk2L55iZb/z6IkBVYvw6HZhk316+uKmr9GnJw9jNUT84YtXL7+2j3yNYNnQoU8urj7tYZtE+GzolEs25pp52yh9F5lqzc5Pitxzj7sZtgnt+IHYQV62e5x8tD2EnV/zmxMzfWQeGePTvdM2484C2bI8j9f8jLfbhS92d4huTC6X+S7ZyOkufxOI75ERO7K9GasJYl9cfKmzHh9GPuni1xvLbdfD07IzTi4G68dm95dufsg1a5VMTnjm8DTzYw2v4iwmMa7vEjpjZUff2vPPPpxizgf9xivh+WOOir28ijHfe87L4PynHEzp1MxhkWer/9eIz1vzfTXvzK46w9Xo246Z3rp5xC/Wd+buzZvz6Sgf/nh9Pgr+9NPfOf3mb3769Bu/8cnTRz/+sbXddYz3dqp1kukeQ/XjA6Z4yfH1u2510a9aWYPRsb2lr1fPMOiheMZ0arDINDxzDeU73eT4cNmkx4b8TjZ0wk+ebb7qF+B7/HNXFzY2ElRyxVDyAhZkCSRvrq8AxvHxkHlFgKOAWvL6cNPF18LT/zo7er6AK/079Xjx+YCnxVcH48hFjXei7plPP70yJxwfNb5x/YHZ4F8bu/no33yT5Xd/8P3TV772tdO/zHcgOMjdP78+6xkbbyfN5jh3XxbAjOctJjsX+LF9c+74eOWg9PktDjGJz8FKvWp464Ql1/OGL1Z8ze1Wr0w5WZ9WGV41g9EvIKdP9Zdz0nNbdVBWPNfnveR77/WKWXy98jrWX+1RB/lxNLEfF2rVDbZ8NLd02RizEUv25WHeGiQXK312CCaegyw/6gIbry8+ZGuefvh4mpMTnf1tGQcoWHTzZY3DJXMBwgdbOvwb18pbL06UT1/lrsbq5JtP12gY6R7r4O284wdTb80vyd87t8JXvstwxvaTMeQb33g91zI5GYtD1l51GssFrbuLg6GnZx0ciDWf1vOTH/LTHJz9bs4Rz9UB1MOStuPZGkc2cdCbbdjFzr3z4PxUdvCPdYUvbxhoxcr/8GrJxMmvNSmv4m5NkquVcdvRqvfwXOD0thR/+Gvrml5+rc8Mbt/lsT+vekxM62cZpl8LNDpr+xg5X3DUk63a8SOHFffUd8Uyc/sbTHnJA9+YbvtnPLbqTLZymPk6vky8fKht68mfPe3N2QfEg2yDyPa7X6jC5Qtu9V2K5z/qKgY65OG1f61YRtd2gVYMchpc+YtRbe6dOG/vO4OF1nz8lqMXMnS7GMYXn/2WrnnPxNERQ7bFoS9OumityeCQGbPZc8bnV65h4rUO+MdXL0z953h8Y37BGw++H8W0j19zjH/ltcPfxOpRSq/rXpuLnKee/tbpsU88evoPj/yH04OjOxvfPJVw/NgujA88/IH1pIJndo6vBznW1J7ggtrv+K1tamKK1KVcWzfxTtDron/VYGJE7uDbvhC+xlauelh46lLeeG1rxurWtp9vePQRHnsU5r428ZbC+U+2thq+vPA5bI63+I7fVtwt7n58Vxc2VwEeCeY+/mVPjndZCMXRFFnRLUY8+hVaj48XdpjZ4zcmM04nWfMlOP9p0envbdfZfdIx17Kle4+tev4v3U1msZz80beefvr0xPzApbej5Hr89sgcoOYkZnxzTmzrADG6az4XC+rCp48OOvFxwq+Nzo7An/qgfcNiU3x0ym1fg6U/suR67YjtOPDZwOO5W/TAA17F+ojrzRkfv85L/+bNeQB6dloHgL1GjcV3PAd0teZkiD3Kl3zwinUJz392vH37kCtKbi4WVH3KT4/HH32+dhlbMhRefbHSEZ+5NYKndTEFD9U3pg9LQ2sNBoueiz7s5PX0bEd0+MU/cpo1nhgW1vJ34NKr0WtMj735gXl1AXeFecREQ17qwMf1saETlu10/t/GOu7WHWvgbEfu4ua4Y9NbY06Ac3dx8tzrANO24yKRv44FxU7XW0r8k1VvtaMTFhxz8vKJR8cYXzNHTqDG+cKjp04PzsXwwjmY/i4ZXXZ7LVsHvOJ7l3z4+/cUwUDpFGe+yfaYw7cuakuvRtdYrGqitf3uY740vvVkTvAIr5iqhzzo0EWN5W47z0ZMLrTQHn/7Qny/vXT/7JPw8itOcePp+cwvO7Hg07eNFANecdITk3jw9WSIfnOxmeuRvniLqbgOnGO7yGeYh+zAEr/XIOyMb80x8tl50frUU0+dPvOZ/2Z9v43Y+Ll/jp2OSeN1XQB6BnO1mfu01YSukAKzC/0K8atd0u18tjWQ8yW1TdCHo29Mv3XOx+o3vXThZs9GczG24h4cemEVAx4f7HzHW/ZjNGt1bHt03i+6qwublfAdIsCvEV/qFXh9EBLWdr5x9vX0VxEvCpBuvvXhJdNrSA9nx8Xf7c13yjZcunhhTObHfA7mtkobsB3CszUPPPCBeUj4hflV2K/MNwx/c15NHQ9q2vG9wr02rwgW/nG758AZELx27P1Ox6E7TiYGZL54W8Dl4iDRWDzFC9fcK1njMPR0kqvTnrPnFW7OnuwW7HHxdZyk6CA9+/rWq3of/VXt0+O3sb4x/WzhFx850os1PfNyucyXzjoQjY4DUbVgU53osO8gEN5yNn/o4XVis4YdDMWhwa0V+yVOeHvPL7KqvbKHA+Ott441vq1z9mFOd726mrG5xl+UDZzyEyd+teMnW3ZOVG9No4/0dNBozk1EdbIeOHw6UcK39oM9d2fUH+lg+zbWa7N/dCAjh1tt9Pm77esc19pWR7+YyTXrFC9bOaHmrTX9eMbsUFjG8fZxumQ1+7d4i50OMu/uYNtKJ3hz2014dBHMYgh/xxWzixm89LKjv+MYV/d02OBnzwbht90bxyNvOy6eJTzb5ENcyT0/kv2lv/Q6+bN3kWLt2h/ZZKeHu8crHq1tZtcpnjDSbV5fDvRR+y25GPXqwbd1CsecLLtiK/5sYLij/cK85eq3/5555pnTJz/5qXXB7i1jLwaP9W+bO78QWNHI37q8ex2I9viNdxJLsRvX0kvO5lKv+pZbunq0MMZfmOnDwVOfFY39ksGZR2ad6Gd7iI86GpOHAce4mMnfK93Vhc3dOi3JeonUSqz57gOvYuKbK1o8tjvtBU1nx80/GV2UPCyyS9r9Gr+LJgR3bdjfnLcIXMFeG567MW7Rf++735+PeH/r9ItfvDg6DlDhzw68dtrZKGczschichuaj+462AmLO7/k8Yq7efWBZwfc60AHf+U/sWQDT6suxbL7g3t82eDxqqudmq7bxchBK3+wB3JI79Xk1Yksv3RRaxEfTzz1h+8jZzx6SG3sKNoeM1u508uWr/Lb/Syg85/42en3OPjQ8qcG5d7Bm35tt+dixxJX/qSq9eqnmK/kV7nvGMrQnG6YepR/fRRPDlFyfeMdi+7abtcBGHb7jpPCgSIOF7yOeNRc6MByMXPrlodV8Y7v8sgHG/VTU7Xks+0H6sIcDC6MjzjefbKmT6YhGOnhte7p0SlP/e6PjE25kzePV58uefG3zYVPprWN4KPkxsUFl665sf7GDdsw/UNGjsiLI3uYtkGx7PjmdPDyoS8msohOtYtHF1kfreNS/snKM9+XGE7q2r7G/NIvpnIvn3IVkzrscRrXlCT/dGGaizNM/HSK21y9mhczXZQ/ckTfOD4/Llz5se5etL75y3fm9/+eP33zG0/Nhc3jp9/73d+dOj+wHn2wb6w7FrM1F8vt/rzTeOSAfz70eyy77xXQ9gcOXb08sg2/HNIpn/Dr6adLJ5z0yZHc15uM51rT2+NLj+6BfcQXNjm+vnWk+37QXV3Y7AFfBkGWvD6dZBK7k4xeOsmPglyd9CqKzc4XJ0X00q3fZY13fHrmYdJJHt7eJ8+uGPFdlgjnwJsFdvflxpz85yLHb4p8+ctPzFX8j2YnOL6x037CbwdBvyRro4e9Npg5eBiTw7Tz3InI0iFnyw7BN9bo1cjwPCBnX6I+4rVx0bGRXb/u/ef9mYbjlaa3w26O3a3zDsp3cYd79P5GdgT+Dx/iKjYaxSX2KJ5Y0sVD4q2Zr5wXf3KS8zTO1nMRZxt3NAaI+spdz86JGq5nBg70q7qJ2ckEFY8DBmLbAbqDIb54UTU3zlYebOiUi/64y3GskVvRa83Gjj7SdyIxX3L5THzrLaC5gogXLptqh5d87/Hb/uKzy2928Q79yc/FyiqxNT22+8N+1m/FNTHPhcz6Ysqp7815sFK9bCezSY3P404NnpMKXPnxAwcVQ/Nwyfa4YLT90yWrvsboiO2qRou5/aEHZ/lic8a5/UzLOaZM6HXxnm/xlg+9YtTbPjQndXb0xFhcdNLPx96rG+rTOdkJy9g2XP0OvfSPEw3f/O3EDu3b1V7/9PFai51nOxazXMiNEV/WlO5xbDjujvK35tMb00O7PX6+8MOMF545XXK5r33g9t571J7/Q37EGF5+L+OTD3wN9h5j/vKpx9PYybc6ru1ivpT1hRdeXN9r89GPPnb60Ac/fHr8058enfmAyKy/fce7UPN3/FjDGU4ua4nW956djwU0RlgejVlGZOKQzy7HN9e8jemYWMzhVSNYZPiIjTkK1zh549YjP+R4+nh7v14UzYuheOHQv9M2Sn639P/rhY2gLothrlW4dPZkd166FX7XW8+ZzIIqCrlGzqZFa44XbuMwzeldUr52jHRv88bosByM2aDFcv/cbvfQpPGr84DZE/MDl08++c21sb/+ut8g8r62C5jthPXO8Z413HZ28ewx7r7poXj6qHGydPX72PczHGZs1QBCdfKKAc964dvQr06k5h6g8ypKvDfnkwIu2uTsFQk/hx1Q62LN4R1rBFF8xdraWTcN1dN5ez1/co5t4jKabNa/G3OiPHKbmAjG/0FTyzmTigBbBvbXdaIQ31I6Lm74uort2LG76OG/A6OxnRfhscOrtvJPt7VLh016bGqiu7Zu783J9XhyaunRj+ii6gTH+ty6NTiTbvxiqc83fTqoMdkeK/4lXcV4SI4anS9AhXTePti6IzORTF7VcjIb/nqGbNb98OeC/YhDPJqa6fNFr3mxktFDeBo9PH08fTjxzPNFN3y8S9tOAPjrLb5zXDsuPCc0J7P46tgYf/dBxhcqL2P6zdf2OW/heRvP23VkzoAuEN8ZHryerRnh2u5dVM4mMCeuozbi2uNQG7yFNf6MiwtPDhqe+R4nnjzERxbWiuOsHx+vfPDMWxc+YWj4LgLEv58U6aB8FTOs+GM0cljHBTJZ+UwFFnbPqB3+7ZdcHRcfsMWE8lcflvkeK10yDR+VF1615o/cA9teDD5wv2cq75m78784ff3r3zh96EMfnue1PjDfTvzIir8LZnj3+Gb6+UZjFXBEssYRTNhRcervRPjabkNvIQ6u/Mq5njy87C955jsmPfZ4+uz2udjjp0/XXXuZ4tHBa9vi5/2iu7qwuZPzkthlgkZk9SW08ypOC1kRwyS/5E1F1lXoerBxdkCfcKqYfGWD17y+uNowzfO9lM9/Lv1nF9+CeNvAJwDWAX92PM/U2HCPq/i3Ti++8IvTV77y1dO3v/3t+Wju68sPO/74v35dbscGJ8eaAw45yp9+zzFZObItF/2+wYRBl2zlsm1cxxLZKdTieHuHDUw2PrkV5vHR4+NA9NbcaRKrOzlH7OyP9R43C89Fz4F73OVwwNyv7OEfGMfBpzzSUUsH9wE5x33srFP1tdPeNweS4xmkw8/6RM7EjufikW93oPhZWCODXW5T4MG52kavz4ni5pykhz16x8GwO2Zq2kevuwUNp0+eGO/rVq3ZkXXr39qRiakT/bW1HVjvY785ZFevbteajV38MV0Y7owc62tbvzr50+dz327MURjGxRiPjrHmLgN7a4bWr3PPyeL6unidJRkf4bfufpDVRa5PQrnIGaRlu+KZuTVQI5jwEQz15FutWvvbOZ8vDoqLDRkMPTzbEGq7NyczJ+ejRo+s7aG66MvVHT/69PDr4caHk2/y3lIjZxMu2R6HOTvNeP5YlHWhYnhj6utC0XMZ5B0jXHjBZrfyPG8zYbUfqZ9Gt223WNSQnnm5ygOfPtKvuM7j5unwhycGfY0cbvHsa4zvV9FHeT2HZJ+h56FxvsQJT4vgXtExVosp2NmnmI+1dFHBh/rBO2yPu+L84JV7PV9sOh50R81zUmzKFxYd+nD2/MxtR/LxQs++4ePfXnT84AfPnD7ykadOv/u7vzd3bj647p6EebwAcBSTgLUX++CPLzpwUXG/uxZLdPsPGZuw9zjZm1sLertu+VcfuprtA9GN1zwMNvnR892+oab0UPbSWesz69f52lxD8N4vuroc/DcgSkAQeyEFj1bgMyaz2CVKHo8tfhgKwE7hK1RFYWMcfkXqlRUcD2x1gCKHsXAG0xw2DA1evsMUd37j0UPm7ODnI/7COfMdgLy6ujl3Y1577Y35mN/Dc8X+8nxh05fWFzf58cvy9tFoa2gH9TMKr7/qTse7D/LFywe/bPHEWT76DqR+fO+Ds+P0MU/8cq+2MNhH5seJ+6i/CwHkAMGXnfS++45Xn1OGtWPf7yLi/GktBymxHfV0UeJtqePAxt6BSquGxc+vg4BYO+g6wXXBAIOOB+4caBxQXCyK76jF8Raa+rkooIPIxaKmXtnBIJezj9y/9tqry8cjjzy8ai/+dUE6tq+++srK290mGDfmQkiuxSI+26d5B2T5iId/OYqTjoMifWvgoK3hI/bVQ+5H7fxS8C/XQd+FmLx9I7X4kZ49/ePgeeXDhYX1hfnAAw8uPJh84qtx9ub8I3jilQM5vrmY6YmfTBzWRXz8P/zww/N233GSeHA+FTdH4cn3waVz3L3z7cNvzavUD616WhMXPK+//uqsw3GMgKdGYrMGfPFvG+aT/+Nhy6vtXmzi5J9cLHLU40etyZ6zeiAyBKta2DbEgsShjq0PDHr08ay1eMX5yCOPLL/kxzZ57J/h4PNLll948eTbGhjT4efw5ePa86zG5MYXLNvv8Ta2E+jr523TOhzbR/nCsYbysmZs5cVv+MVoHcRARt9cLAiGMXs68hAPPuKnOrGloxcHGTtzGOyqkY8/49uuxCM/nxK1LZQrG3N85PkUubA57tgc+/Xh8+p3mOC98sp8g/vK+caKqTq2rnItNnHxpT4afo1MHohOZFzudJuLZe1zcwwU78svvzq/AfjzdYHzox/9eC5wfnB6Y84B13xC9oxrTddd+znWzFa32H1UG27YaoqKTS7G5US215wMsS9G9Q+vvNi3Nnia+miILV7bLX1rt/ve7ejtPsjMi7O46OFZr3j84b1fdO1/+0//6X//t4A99+yzp48/9sGV8KVdgZXsZdCSjJLpSzz75nR3XrZ6PpBSpLPmUxyYFmDxRy95NvXx9ZdNrMXWYsGPZ4wWFvsZH7cYvYqcnX94vl34P//nvz195zvfnoucl5YuPzbm6NiI7FBzQTHP4zgp4MHlC8lFayPBJ9fgOSA5EZDTs5MdJ+1jw7IB4dmI2S6fc0K6b3hOPA4ak8nagA8fh08YmosfOz699VH1ObEdB4Pj4onPD3/4Q4NxfPU/f3usYixWssb4bPGM+RKbg6eDBD10/cbkPjvDjenLnZ7GzgmVPzsvkieZnMVMZuwiRp2cIMzdWeCfHzHwa4znro8TMnwNHw4SQ3zzbIwR2U7Z6jUHbXGpobmLFWt4/1xEmhs7yEfiMv/sZz97+v3f//11ActGoy9WOcvhWJfjF73VQxOvnIrZmD5bNpd58UuWDQwxqNmrc3FoW9FcBLqIdNHuYj0sdvKzbR11PC6ars86vTlY8qcjp2NdjgtEMTl5ifOxxx5b+XVyKx7biHxcOFnLPTc6SF+ul3K58IMvXo1+J4/2I/l6Xose/WzyYfsi40fN9WT5U9MO9Cuoc1yN889u+Z79cX2dw2AUF5n6ukFhm0AutquzuU8pqsnDj3xo1RzPvoPkKg6xtpbWhb2LOWNrYQ1sS3TY4iN6x/5/6MOpDkth/ojxkqoRfrXtZAbPd2bxY63JXaweuR4X9+L+2Mc+dnr00UeXv4cffmi2+8+dPve5z83dj0fXtiheFzH2aduRF2Pih+cuMn8vvfSLwXls8nn3JyDpaWoj99aAbbLGZMY7mcPXjOGkYyw/343kDsyN+bZ5d28engvhxz760XXXZpTnAud4gemYNkeFtVZ8OeLDqvFrvGSDmx/zZPFsU6iY8fH06ex9+myM2YWrj5fNjnWJmd2OVV0usW7N+qIw9v6nP3vp9PFPfnLJ38ufu3orqkAFtCdkbONHNpCd4ldMuuyRAmjh4u1FpUcej95uj18R2aKFvS0oHpso+2KIX7/HX8z5Z6MVR7gO4l6ZfmBeOb/08ivr7afnnvvZHDS8cnKF6pXTXH3Pzjjmc7Ieb/Ow2Lq1OnMXPHZqtXJQyZ+Y7IBkdiZjMgcZcwc98RiLxcHqIx/5yOnP//zP1wmgXBwMHLDJXSy45Xm8J/zAfOnecXB2UDtyczI8LoKef/759QC0B+KcrF6Zuxvf/s535yR1HAzfmIOvW6nsrs1ba76ETS9GDd/D1PJb6+TEOP/F2sFBjuVs/OKLLy7bP/7jPz79T//z/3h6Y35F9745MaoBgilWtehgxD4MJygnHHcxfvKTH8/zTfML6lNXfAdU3wDtoW5jX4cuLl9pJiYHSnHdnHhhkJnr87dyPR9IV34jS0885Z0dXHIxOGCzoWMt5MGnC0gxOel84hOfmG8v/Y3Tn/7pn57+7BnD7KMAAEAASURBVM/+bK2jvGHAt47/8i/Pnr761a+cvvDFv1vv5ftBVf746mRr2+CHXz6LHxY9WDDJihVPXOzcmXBxISZrIqb/5X/9i7ndfnxCxoH7l7N9e/fs/nk4EpbG/sH58snwYTupfeGLf3/6xje+sXIWI77tWJxOcH/xF39xevzxx5dv26sLGPJXZp2M4crBN3f/5V/+5bKz5vITr8Y/go3wELvyVD8nyj/5kz9ZMr7pt/+R+94V2O1n7M3pkftOqr/+679ePCfqat5+2hoXFzv2+DVrsDDnrVwn6f9h1vtP/uN/XBcaZHzKRy0027O7qPI1f+nll07/x//5f812fbytIxnPdohPTnRgmKud/vOf//xq8GHb9uwf9OSxLpTG1n7/V3/1V+tjy9bn/6PtTqN1O8r7wG+NV9IVGhhkhIQGJAwakATIYIPAZjDYjIsw2cGxO3Y6K52h0/GHrJU4y+7ufMlgt9MrvezYQGxjO7bBCWYwBsQMFmYWSEwaroQkBEJICM3Sla76/6t6/+dsnYjECFz31qldVU89Uz017Kra9So7Xmwih3qtIxd5Kgve4BUnu5Bj54cFv0vovvnNbw7+rDJrg/DBD14ae1M3z372s/Nl0SODo4M7nC7cy5emV1yxvPe9710+9rGPBR+7mBP4Y4991PKUp/zQ8pd/eUF0cVPKTlvvi0p1T17P+MKzeigPla2w4mRqnMx4LQ7lySl+p+s8Am8Vns5DffB6yimnjFuJ9Sv750yds1T7Z4XHZZf61bF6bjsKsY2r7kRLX1r5aEh/fQYLhlcGnxyed9ZL7VH+TrzSWhZuZbnSEcovrYaFFRa+dEfZmTjy/qb+POiJDYYqiOcKLa3xClY4MDxlDAEjuLBpayW1bOGKV7zKRkd6yxVWesuXduPy6oqzMNI940fYMsLSACNf2rqc9Ak/5f9WBs5rr712dCyMx0oMw9IAZkcw6QRNyqURRCeME87igq+0Sr98Sa/T8eqQpBW/TvbEE09cHvOYxwwedHBHHXXUcuaZZ06cTj6kMc2Dt8v4ATerIs6icHB5O4xGRmM/9thHDhqWVb+ZDu+vPv7x5ZOf+ERWoy5frrnmmiG7Ro3uevJBhuoqwoU/HcL2mwFahSEjumSEy6B6wgknLKefdvqyN8vv8nT+J510cmQ7IR2SpWRvTpPXb3zj+mXPnj1jAAyK8OK20r3LE594zsADn4kNr9P+avi+4KMXLB/60Ifyxdq16YTmCoBD6fe6/j+jNVnwU/3jV/3VrdMrh7yWWXcm0tSxNB07uzBYm4RaPbo5nbBB5rzzzlte85rXLE996lMHHjJ98pOfHAOWAYgeDP6nn3768uIXv3h52ctfkZ/puGgMQhdccMFy1VVXDToGI7Bc+RDiQ54Qz9V7dS8db2zJIKezl2bA1Dk/5jGnLIfv3pXJ4Q2ZHDxuxE1u78uZgr3Rt208ZQ087MVEDm66vOjiLwx8ntktu0SLXpSB34TDYNeJgrf3Ex796Hxl8sUxCLH1yy67bNgzOLiUryzk4RrHO9xsCi28iBs8n/zkJ4/BBy12cc4552zsJ6sl4U86b1L3pS99aegRHjjp8n3ve994hpM8rV/0weClNiIuv7DlT5oDwPdmJfGITChOOumksZrqrd45jGNyNb+J7qG2GkPTVtRRR1nNmCsuBsff+M3fyoTgyMEr2eCGl27oWBq62oDVMP2C51tvvXXY3OMf//ihWzIqQzfkYSdwSSte8ouTxzMHNzgOXW4tO11xxdnVGAM/eLpnZ2edddbyEz/xE2NSo78yeXzTm96UvvSa2MTNyxFHHrE85PCHLPh9ylOesvyTf/KPl5e89CXLn/7pn6Y/+uTQzate9cq8DD0nbez65f3v/0DkmytCzMLkpryiiz6+ySIkY/kv3GA8f8DUgwXHnjjl5A37Sh/XczJ33OHivoOXb1x3/fKVK66KfZ092vrUZcbCzQsgXLyD9jsdvBx+akvlrXny+9ywcomD56TVSV/Dyvsf+ZbDQ+HWOOSXL/nFXRhplSHcJr8Yv//hfne4+eu7cJ//7GeXs884aQiGYczWeSY05hlyhZOm0towxLkKClYD4VtmrSCwo9I3yird0mt8HSrDVZFgea401s/KcsVR+JYpz2DKG9hZblYS7AcckH3/nLf5YAbLt771benYr87gcHs6kNu2cPv8dRz4zLKFQXnO3LPfec9dW4M1vGiiTz90J05H6OsgOJ1BedWBieuIrUgcf/zxeav/+igL9kd/9EeXX/zFX8yk4KQImu2kNEpV8dmLPrv8yi//ynLllVduDTpDb1mxOTydgjcmE4wnPelJy3Oe/ZzluEefEPp7x+Tgve993/Jf/ssfLpdccsl4A0Mbb3jmKwf1OgxplcpKUHUnxH/hdLRkhEdnh4/Ddx+azyT9ftG+MUj+zN/5meU1f/s1o/PVwYI1sL7xT964/Oqv/Wq+SphnB6oXA6PB8uyzz16e8tSnLKeecurYNnQ26/Bcb25S85u/+ZvLm9/85iG/+rMffsihu9OBb7+J4XEtF5vkpXPy8LszrXpoujdEvHmj9mySpW7PPOO05RWveMXyohe9aAwoBhlvpAZPAzjddGAw4Jjc2Jp6wQtevJz3jPMGD+eff/7yq7/6q6M+DIgmkqMug798insuPwpK4+voFI8mMyZb7MrbuvCII3fna79vh5e7luc978eXf/Ev/tXQ+ZHZjjRQ3JMuxRbKb//2by+///u/n458DpKznub2GNnRJ4+QfZPvYVmuV6fVJbn/7b/9t8tPPP/5yz/6R/8oK1Of39Ix3rzd4xuvlYdsvHS2xLElz9LxSN/4aRltR96/+3f/bqwS2OK5PWn4APOJTOL/zb/5N2PibGKl3gzOJvXax5A7MuAHLrTR4JXn4DLw4bUw4gfhI+3w3myhHJyV1PHKns4EDbT++T//56njFwy97N592LBXg76zTkcf9dDlo3/18eX//L/+7+XLl1w66odu8YOe1Q0rPOUHXXroxIX+4fqVX/mVMXn79V//9VEnbVcmdOqcVxccGU14OXbIwY8eR+bWgWfy8nD2BmnbReNul+gMryeffPLy0pe+dHnZy142bMAqzO/8zu8sn/70p8dkRZ+xO/2A7Xp44Dv11FOXl7/85csLX/jCMVl73/vem8nMDctznvOcod9f+qV/uXz8Y5+KDjux0X7npBaf9MAu1AH5yqs8dYYGuYTi8gsjnYxsSFjZ4dmXfi6Q0Y1Vstuj3yPD+2Hh95TlVa9+xXLGGaenjIl+JtsHd1ssdpa6gncsaIcmunAL1648SK/HX2GFdfCB5zr+yq8s0ot/Zyhv7ZSrlw5efF1u8J+8dXppyfMiir3tr23XFJbloi9evZyRfvp7dQ/qjM2x+R2MOgKsXQUnbAUn2E645rdsK0Z8rRRwrZiduItjDb9+Li5pO906bf3cMsJZEbOzL0xlKtxMn4bHJg9IY7nsssvHxMa12jprKxQ6GGUNNAki4zQ2NKKpNNh50LBLrvCuZdcB1UDkKdc4g5WmcfEaF3gDkY5R56MB64Cf+9znjjdA+T6F3pUDoLfnk/S3v/3ty01ZMdDI2/nZYtC58p/NhPajH/1oVgOuDL5DM9E5cXSYBtanP/1pozO6LuevbI+gb6VkLv3OBkDm4ccbyXaDJCNZOM/o8xyZ8H5YVjOsLEFg3/rcJ5+7PCXL6eDpN5CjU7g4b3fveue7x5ttmuDQATwOBltduuCCjy57Lr98uSGd30Mf+rDl2GOPHRPA3fkU08TgxEze4Ls124jejNNFD97wQdflVbjTjXpMOlgODN+yQjaexNHBGExsUTrQ/MRznjgmND+dbZiXv/xvjQHmta997fL6179++chHPjIHhOjEAKAzVhZug+oXv/iF5dOf+cxy5ZVfGfif+YxnLudGN1bYDPwmTeXDthE+2Iv659q2GrYuRmb+zLqcKzdHZ5VAeW/PRxxx+NANfmwXHn30kcGV6w0y4DnQ7EyBJfmLL744fM+zQOr19jwL1WvtFQ48Nc3AhS5a7MuW6mcywP3hH/7hSJNHF2ybV3bNt3Jk5oTD1lOf9I8W7xn9tiE0Ddx/K/p/zCmPGTZ/Z+weLqtq9Piud71rwJgU8Fb2fN0x7dWkfa5KVZfoK89z5WlE8gd9Di90Nq4myIrkwVZNwz4Zrar8SLambOF87nMXZQB/xPLIrN6weVuo3PHHP3r5gdgye+iLDJnhNQnR9umH3HghqzZdG8A/HYP78z//86HP6k25ta7UkbLyB99pF+StjOA9yyffWmZxK8ImKV72wFqJst36d//uzy8veclLMmn76vK7v/u7yx/8wR+MSQ2eH/GIY0YZfYrfRzsqE0o0vUzpY7/ylSuHjZ177g+Nly/yqa8LL7wwq7JfHTyEncGXcvhAe9bbnOBUN0Ohmz94L/9kUpZTtukb0BEMuVNxB+RnQ3YdnJ8Hif716+jIu3tvtuJiN0cf/dDU6+FJN5HZbOvFRODdP0cT1rirS7RLHzHpa7eO9xmePhdWvF4amNJrKH1dzjPazW958T4Lxddp8JRv+Zx8cq7hW054/Q23fF/O2Dyoic0PPOKoLSWvGe4zASoQ468QTasg4ORJ56Rz0ta++UIwFFMvDnanW+Na50lvnvQ+w12aTdcAeK40RuPM0m/lSkY6JXgmzJ133J1tg08vH//ExxfbUfPNDE2GaybPyJ0n8RY3t2bGp4Fj60PnM8/W6Kw10DV9z/hoQ2leZdA4x8AShkw+DAC3ZJA+OgfudGIPe9hDx6rNI455eHAb2DC+LxOaby3nv/v8vIVnWTY8lu7++fQQ395yDs4EiMyXX3Z5luS/vDwjA+ixuS78hhu+uZx00kmjc7Kl8pkLPz0mC3icOp26wauOfxys3uiz+q4u1alyYPHQOtmblYHxQ4Xhjd5MBM56whOy9TEnCd6ulbXC8eEPf2ishBgUTB5NVAx+8yunXWNS8+EPfTiTvm8vZwfH7qwmcL7WOOsJZy1Pf9rTs722Z/l8tj0OylaW6wQ4PKkTPOO3vInTP/pgPMsf8iYNXGHB3J3OeXSi0f2NN34zq0hnLf/yX/3S8tKXvDgrMMeOLap//+///fLGN74x+po04esqV3GbIHs+5JDDcgnkvaMTv/DCzwx8P/RD52b77rTliU96Yurr0jHYeRu8JzZmAFXv5Ru/ravKIa/8eya3N1N14vnIbAc4E8DRo8H2qU956hhcdNy2o2wZPupRxw2+Lrvs8jF5vy2rlodF33CgJTS50y6GKQ5bm4fZ/dDqzZmY/cIv/L3lnCc+cfl/fu3XxrkauqQ/Z24M7ONrueAhQx3cPEl9no5O86XTG6dNtN5sW1plekm29h6VMxra9P4ZgCfsfdlWuzIrZ+8fgzo97I6c2hq8c0s0dR28c/I47aV8NESTXuFUDm1+S8cDV1a8shp6aL4068TmvPOePp7/v//4H5eH5C6UM04/Y9A+LKsAhLw9qwI/+LjHj4O1l1566VjRsfKlLzG5rbzaPJ7R0zdYdVVP2q3JhYmdLU/64pSrvqTx7EAd7FypgJMHL38tm7h0+dNu5heXh+SF5VWvfOVYiXv84x+3fO1rX19e97rXLf/5P//n0LZCs3v0n8r2ugm2cvtts586MltvVj30RxfkPA1+bWWxdV/NfuD9Hxzng2pj1bs64MjAluAnm3TPjeO7soAfecHLpqQP/SQewcazNDZ3T678mFuys82YjI30e+bXYX5C54QTHj3om+ykeJDTX2xu88JbPtDl6G7gH8AzPnO2/8pXrs5z0/pcHIVr2DIPREcaR0fqtTg9c3CAqS+NNa6WAdu+TBodzhd/4+/+y3XXf/v7MrGZM4rB3l//D4ZruIzBc4WqMJiul8YRqoosXI1tCrg9819zU8W1LFgGqXPwzMFX/KVXGjvzlCk9PMqvPEJ4KBsNxm8pt2UOzKRmP/vh6RDmIbAcaM3Wkt9P8qve12c14OIcjnR/QcbddLzZ584gZL/+rgzQBpd992XAirHvzdaTsxx7GXwGA07DxYPOswMJHVcWvDWdoemcydBnOjHo3XXXHenw8intrqzA3OXsSBpGVGUvP1Qij/qZdZLU4DSIqss0+IPyqfB+ZM9qzy6f1GYAut0AlAlAOnSD5SVZKbgvPHtTvyMD1tU51/Hjz3nu8pqffk3eVnxuOld+0uRDR0dDn67Nn50mWclSfQvb4Ujn2nmObbzgS4Uv+1JX+2dys3+W7PdlOffQh+SAap73z5Lu3dHjfmBSVl24Y+iQ7MfvNQEyaKbz2BehD81b8F998lPLNdd+bTkiqx/q6LbcMXRrOn2rIT+e7ZXjjjs+v2idQ9YbG8MffspzbYbeeenSOHWylkWeO2roO1Y6vAODj/vBU5f//R//w+XcJ52Tt/VZjx/6yIdyfuljY1DdL3a6O7wa9/XFB+Rtly7Vl89G3WTqvp27s21mO+Nr131tede7/yIT6htSxfcsTzz7zOUf/m9/f/nBU05a7r7ztuWuDIDszRaGnpZsHP7LL1siK8fm5bUdgxmwyd63L/rdZyK9N4PhZ5ars53Heas+9LBDxkD08AyYJ2Tb8rabs4WR+o/FDR04BE5VVuF8Mh5THBcr7kubCNK81UautJVHZdXpzDNPWy750heWa3JrN/1bJTGw0Mthm+0st0YPmwlSllN/77Cj2F10dYD7QUJf+9IeHWbflQmvwZMehlqjl/tinwdHBzRzYNpp9odcIJ63b9sOc4Jp1nNDtmjUpAkIfg/MYJXk8DH7Qzprn8Eu8Ed3tRs2Ig0cN9qBB7D6l2DfnVWxO2In+0VPQbZ87ZvfWP5rDvN+7gufXw7I+TfDMxtPK0r93rr8xPOeszz7WT+6/EC+BLL6cvedmYimXe9ziWMGjYPT/mxTjbNzOYx76GHz0228cFZj8MwJvZSpcx7ftQd8117AKq9PGnWQODmLq3LqS020iLJ/tsFvzW/n/b2f/7n0Fz+1POzobKtF75/61CdyPcZnxkqqbevb0+c4P2Rb+I7I4rbzNNbR70ob/WvytQvbx+/OIWovlYelzdtG9gGHNnRwtqZNOq3C6ofZx/h18sgkjU2ZINePlbgNrFU7zkRbG5stI/W1qc97Nv0WmfWf8Pkx4zv33rHcclvOf0Uua/Ix//zdb/lqDvh/IS9N113njF22CDXF2Ob+Bzh0HJmSwBbom22sw+q9ehYWFpy4cO3xPmxrA9tnMJwyLVd6zVvbsOfRThK2H2g5dlGaxUmXfUZTGfDwlI5OSHtMcvy00VHo+/BnUv8uEVUZGN6pKALKryusuOc1fAVUxjMFCeuKp4rReCioOIq7YZXbODzSGjZ/0A2dwhXfNhyDSgMMKzrfyedAM/Axap+CalgkvStGPRpO0r76tWvHdswdo1PQmc2OYUsup/tNLrAVP74e2hwgw4dlXh6vOgM6wWc7jhoV2BqaPHF5yqBl8uRtzNaWt9u9eTOw7BkzD08G3vkVhrfSg8cWhWVRTNG/iYhPFsN7WrI3q12Z4HgL8ntYPte7KUu9zlj4MUyfjR9+2DwzcU72R0868aTxVpXhIB1r6MXPAVl90Os07hAajnx11ROZdIr0sCurT/jSiejAsKmD2ZsOBLt+tsJ9Knsjn0lKuEwY2qkgfm+EMNExAb0jn346zHfN1dcsX7708uXu5Kk7v7xscumsjkO5j33sqUPv3TLEX+2zNlWdl3+8yxOvHIXR8Rm0x5Za+Nyd/fcX/uRPZEvtyUuqfwzutqVs+d2Sz1h3WfJPnbkzyKTTZ9JWzvZlqdoEzZvq3cGpU2SLJrDqf8+eyzOn8Unvfqmj65ezzzpz+ans6z/sYVZZM06njE9MVYQv4cpf2xbepQnJUpnh9mzAYkb4yOxy2MkVV141tl8Pz4CSIrEvB4gz4MRWnvTEs8ZKlC8FHfq0ImgC4OA6OPBa0biAMaE7cdjTt751Yw64njRW5nz5ZaCulXQgVbKDkrA847v1gOeDM2ioR7aRP3MyACbtcG/qJCVTVltJdnAeFEXdlzZyT14I9sXvlzytgl4MdEOG4MLPbVk1kk5ek5/7xuRs1v+aj7VOPdN39YuqdnhXaOZhbGffnJVGK3EmZ+z+yLxAaO8mvf/tz96cdDadiyEz8Tkkk8ODU997774jKyA5w3Ha45f7Yh/s5cgjsn1IqtgMxcNhUqcPOPhgPM+vvuiO1/fgj/1a1QHPduX1RUO8MPRbXSsjLg9McQjZj3pzpcE9sevznv4jy0te9ILQsOLlPqNbs9J0TVblvh6auaYh/GuXVp4PPND1D9n6S58UkcJHvuLMS5cXLm1De9be9+z5yvKe974/q8jfCm0vvVZj5ifXa76GzaSy8UTeypfqHLzXjshONu0LjDobeoheBr7oZMiuXJ7pVejQN91lipM6ipWQP3kmOa5L+Po3vpmvSi/PaqfzhDkjGbn2vy8v66kLAz0HL70J+aahX0/PZOD73LDpQvDS16Hn4hwP+VM64oUtPvHyVPjiaNhyQhyvcZT+yEsbnBBi4CbtNf2Z8+D/ovBdOwysfRFII8xaoMaFXMut0wvfSljja+XW+NYV5rkK24kPjuJtXmmv85Tnmoee1Y1YaDqpGAO/MYriGZ1gyuyft7SxapMO/uBdh+dsxM3js9sbsgVlgqHj1iGvOzH0bMmMMM9jsMpIUV7JSS4NR0eCn+ZVXvxK1/DQgR8+Zernra9zJWrqcOoD71OO2XmRu41pyD7ebFOPwafnHnrRNW7q3O9EcQ4nO3xroETbFpEVjidkO8dBXVtAh+WtKVoc+aOhD7lmZwHf5Gs22oE0fyy/4w88GDLbRhpfCwzbqhwbO4sux1tSJgBj9h9eiluHp+MeK0aRRYdzQDo8nRm9mwSML19Ca3s5NHeoPOzhyymnnDJ0azKIBzwJ8Uzn4tVJQ2mcuOd6+jGRxJ83RXX8uOjIwcceIPZVnC+ebCXYAlTGsrS6tbrGSRs0ghsfltzHsm6edb4Gjq/ljfCySy8bsFYRDCS+nPLprHtkODiUrzzSJo+zPRWm/BdeOOEiT/SdGoys+4+vyy6+OId6Y1tkZyO7MnGzQnnGGWdkm+RxA96ZA5LgFR4OPF4MCNv4M/HLSsrjH3/aWEFzLf08uDr1yu476ChbPGu9T9s1lo8udsD4o4YGHYNQbID9io/ftcrg75leJn+sd8psIiatPE4bmOWl44MfuDb1D4/6E3LyPYPRTsVnONsAGzAiVDdCnr2wndvTNtiuA+LOXpHXFprtL7qXd/oZZ+asykvH2ZyJn34zoQviXv6Gl+oKPXBc+cQfmhy48lq+wEsXrzwtIy5/TESDxzYwOHrAg1UgZ4T+wT/4B8vxjz5+9JH6DrZ/2WWXZ+vs5gFr1Zezzce1DZikWc1BT/sQz+PoI+D+VFZir/rKVeEv/aOJjX4cQFz5HhaRtIFjIzv+tB9ySyefOubJBLf86mAgzB+wa9985dFDGk7bfuqHPDdl0u5rr8szuTGJU/6OrBgfnEk9p2xxive5OIUcWmsPDq9Naxzs5GXqQbw4hQ9ETxo80/YmnZaBq7psWunCXXylI+TAwsmB4Yur+Ebm9+HPtOjvElGFWTPXtDJPAM8VuPkl1bINmy+sax6hO2C3U2vYRlfFrMvAUz6KE/4Bk4St542hFL48zzLhJ//hqcfiHGinwcw3mfuWr+QAp8OSDFdH1E4NPfzBq3Hw08jnAb42KPjr1nwrS14ht9aVZ+nNm+W3JyLK0ZE3+506RGPcIjze7jSI2SjG5MXkLv91huUFLR0onDenAxpvJ8E9JkEhbDLz8HyBdNJJJw1+rBLhi/zVNR1oLPXrDgV/0jk0Cjtl04EMlkaHJk187YZeLPxuMqxWwYGGNB28bUWdifK++CCfsxoOuKKJV3LvzpK9jtPklAMPF88NWsE54EfK/DN0Ghgh17qHm9+rc0y5p+RTbl+agdubTk+e8xAORHrWoQrlNxxL3dEPeXgHV0ddbfgI28t1Obx9xZVXjEnP/pvyJgkvfMELxx008Jo8kkdota6yoLWtu1lnlSEk7ifr1EO+7MpWoIHm05/69PKNr18fvuakPGYSe7gt53GOygTlcRmU80VX+CVL26ywctY2DSBkoxufYjvzccUVV4xDlxoiODj4aQPbdVA5GhrcxoSPnjZ1R0druqPjDrP3xVbUO0cPvPJMLBSil5EhMuDQsHo5bDuJ9KFPgHvQzzP+KpdnDhzczRPCMXzKgp+wU/9jMpw0Ezv16DCxQ/rOYJkMeAFgu+zAlzfXZcX4Oc99ds5XnR1aBmttkI6mntz+zMTxiBd6VAflD4/lqc/bPEnZtoPKIg2+2g98QwdJ08/p30y+8O82Xl/+nff0p4/+wsQeLLjLL78s8kdP4W+8XAav+nE2yItI6xz/+ip57UvZDd1cmS87P/zhD48824R4XLfBylJ+4dR/87XF6gJPaEiXD1a5sc0XmeCWv9PjafTpqZPqRLnq6Y687JrU+MJPnwmvfsZLdF1tonEhXPXFJx0sueAR1ovvTJNXfazrWVpxwc0XbmRs6LSMkAeHp9qCMk1by16ca1jPpVnY0vpewwc1sSkzhKjHOCeUttN9p/TCPVCZdR4lcqW3DncqW+WtFd9yDSmRrwFI56Qx0g6Eqd7Rj82/G5l0gNkLMVFQLwZJjfH66/ML3p+9cLkuF6xRRd/0GRZnEIFfvLw1xAdHpjYuhqKxtmEOgA3MTtl1bqUDnrcyo3OoQT1QCA835UM/neymjJUOfME1BtHoBY7yPDvMzerFhq85SZrX7utkHFSs0xmQf/IWisEl3hDcWjd4K/y4wj98DdrqNvouH+CUw+soE92jMTubGYrDNXzozm0Hb4/zHpA1T3DgyaRhHoKdHT16ysMLngO7DuVztStlwNTDSw8nn3zS+DqNXnVszh7IM2D5msNKCyetvjhLs7KUpkGVHXird8nf0EkmcmT1ddy5ubDsuTkD5Us3K1d4g3MOItttS3rrobgHM7EStKWxd2V13kIHhi+97LJxzwy7cZ0B3dIOXO7jcZjV+RO6Izc8bWvCiXfWobbiCz53lbw7h9rJ482/PFcHdNO6nTzOOhn5IS6fE1+njRXY6AtNMCNMvPBWecDj3SrTPB+lbUy7s1JGBqGzF2DpAi/KjE4j9OlGe+ZrC6VXntAufZVh8j23UfQTvDo0cMGzK3p198/d+WLowqzaXJCy89NxkwYH7E1cbBf+3M/+3PKo447NOZMcHrbXmX4LLjzxVINf/OClfOGFGzxt8vC+TvMMR2Uis3h11nzp6nLGHeS/ZRxqf/5PvmBso46V60yKbTmZRNx447eGLdUu8DBXaiZ/XVWdtLdtuPpnh+i9//3zkLe4PrT2Vdkqq/QxAUlY3isLGoWvnGA81+bE6+CsV274tD3h/dOz/RXbMSn1scPlto4Do870OVPXG3sN8pYVosvX4RG/5Rk/0urh4sUbFqZ5axk8l1+hch2PwMsvvLBp+Gl6n/FbmDWtyrGm47m+sn2v4bTY7xLLWtkVSFhhPNcXdeEa3xkWfg1XOhVavM/rsHAPFO7Eu8ZRHgojXryRYC5PJ23bfMk1B7h5YHEantULh94+n+V4b/8aIzoco2OMGi7caO3kcwDmj7y1sZQXYRtnYWosNdrKsDNsYzDAFV/TBq3NW6dyW7g2kwhp3SKoPDrtKYe32RhvDF7cMrqBtUvHBiLxLZzBxZXvdViY5reOKgv8dbC0PuSDbXnxJAx+yOstT8PERweXKcesR+c5dGzOs7hzgo7lq0ODqTg+y8/QV2i0cyl/eOuzcN0ZjLLBqYzBkF6e/7znjy2aqccJ70Dr1VfnwPmA234LhE8aGU2AKuuW/mJrsw7mlz9WoKxEUdKUdfJ/aA5QPvs5z54rbpl8OCtiGwNucOhs4dx0Yls6T97E1RQTdKtZBlmHK/eNrcmP55N6Z3+qJ2dlDFqnnX5atqOyPZnDnHSAFjkqGx48896MueOOO27QvOiiz40JslWtocvYAr3t9JWheOAYaQl3hY+xDZa2y6lX7REveGXTYIc9b/iQXl3DOZzQY/ywyZRj9/IHb+PkV7I3bWoWaj1sr4QU3yhTWWKvJlwDbwqu6wKcfgTP9OPzc7y/4Q2/NyaTR+fwrW1gLxJ+QfrOHBQ/54lnZwvyReNz7+3VjayepJyyVkFsj9A9mkLpnsuXkBPWlz9h+yR5LS+NJyOehdqDdsa/8lWvWh6VSevNGdiPwncOtNPzjYnPL5/m9mt50d/WVsobnNLgNSHgTWLko+mCSpc54glceaqs4OrxVFtY55NJWR4smMq17tcKs66vdRpelbcVjdZ4mcrLjVUbn7Z/9sLPjhcasoDlrK5RPR5mfNqX/J2+dlp5lOlzQ2nKCZsPr/zi36Y9aRQ2BQdM/6zpr2X23LzSa3wdwlO+ilMIRrnvl/ueJjY7GdpSxobR5hOaa37Dkbj5QzAGIawDt1aC+E4njUE2rHEyQmlrpVZ5cIKrh7Ow2xWkovAzfd/ixJ3L0GGn1ODvxhtvyt5uvgy5+prRWegwNEw4NTRO49MgyldpgyltcMq1AdXYwa4bCzhOOvjSwjt69qzBOzAobVumabRNG7Q3uqATcU44DxdvN6yBL1WDlufxqWmydcbeFJUhn6o2KXDlvcOk7RB0POQqfqH6KM9CuIVw4QcdOrAlRNbyiM3J4zpt2w7kcepMGTjR8uytyHaaic/JJz9mngEYS8BTN8pdlQnGnj17xvkc+oQPb57xVDuS7pnnyhM51/WbjJFvImDAft7znjf21OE0UM3zCPuGzsgrXXn4ugRefNUDhOTCDzl1mpwtFwOcCU75Uy86VGefTj7p5IEfT707aVuv2wOYsvXwtl6klT/6UNZgSac+ub02X5odsuuw1Fu2SPIli7o7JveQnJttpcN2H7KlR2XhVJ7rhIYubE88MZ94X5ltBQeHh+1sBgZyol8elMVT8VQnre9kMbQtWcB2Zgym9WlFo/JKNxHartdJIwAjLTU+QpN+9WHwrZ3ia94YPOukW2twtz0PHsKWsmzFFiO2TMSVl482WcCIgxM3MdaX4Nu5pt/7vTfkioAb0w7Dc7Z7brrJTyPMrZWXvPTFy0/+5PNS1qFdh8zZ1ewXrTSD4+Dl0Kn+hOLlhX7xUo8/edKFLe956CLly7O6tZLymMecnJ9yeHJWufKxQVZ0TcCtNMFpq+32nDPhTNThl04ftmnQsTpVPmZ8e4IClu24t4dzD5TzavQFliMTu8Mf/fHaBv5Kj33hW7+lXOtByG/Zy8A4dUbm6kIZz4VvWJgtmcKvdvr5fOH25S9/efAuDzy3xtHn8gyGLEJ5lW/D0lYgjyuMsM9o8eJrmoXZKrezL0sG2sY/nI5n8Y1XDr4H8vLqmt9yjTf/ew0f1MRmzQwGMNU0oXgVJM6plO8EU9iG4D3DwwmVZ5Sem948cfB1LbszbR1XZs1r8UqbqzEMph1POp9hsKGQycJYbrcakMOpd+Q3Wvxyq7dtDcIZA19E1TEerjw3rJGWV/Gd/FVnQuXk409j9Lzu3NFuQ0RPJznODeR54p067PZU5QXHgcGrBu3zYW/zxacjkD+X3uePYY43pawCOMPA64zUj0meA6xbA+2mYeC7jV7YZ7TRxf+gsZFVvjK8rait8htem9/yYW90WPgAq+OO0kZd3pYOD/ysny733jduZtYRVnZyWr1xsddll10+vxoKb+VLCHd117oUSm+d4gk9Xpk6A6CzIyeedNI4WNv02rWOWSerDJzsD17x4iqdptOdvHQxo4xJjkHCJ9EzfeJKlzY6+Wf+6DPHysSo01Fu8ooePuDl0ORrl+jIK68Bjx3aYmFXOaeQL1euzT0kn/70Z7bKGUTZU7Dl8PKPjM940THICdkvPuAGB786cq+KW6J9IXbTTd+OTlKXccqA2akL6c3DM3xCDj4vGiO+1du1v5qDJ934zw1cGx2gY2JmEjzeopNfOx16Co2h44TiVmqF7qVCzzN8HDhl13xKB0OH+hV59I1/sCZFtQfl6cqKGF0Rz5dC73rXu5e3v+3Px4BeWd3Qe2tuhj7uuB9YXpmvpI4//rjQzyR51/wYoRMj+NAfMoQXtMV3OrKUt8IoAxZ/TRMWp/TiIo86OOWUU3Mh37GZdGdlJbTJYSvPJPy2bMnCSV1WwQycLa/doC+/9Sqs3cCjvxEHw64+np980SeDY7P6TPzRETjPcOJXKL15Qk7ZpouXB2ny+DVP+AWz0ytbB2bqIxOo1KWtZ+dtfAWIT/hCachf2vANenI2+EsfXs87XeHICSdca17Bg6nzPHS+0bv4KBddrfEXR3Utr7TgKqxwpyc7GfFUXZW+cM3POv3BPP/3VvzXwIIproyXyQrYUDoYYWGUa/46BFelFUZanwsLD1dY6cW9plPlgatf45Bf3/Jb8qjU0FZ507jyppPOylXZ3ox05D5ztvf99a9/Yyx72jNVXmfurAnc6Glk0jW+2SFNvEOI/JFXvqRVBs/oc3CBg6txZaTJYyxcdYJnZQMy0mrULVOj1PnoYJQHKx99n3cbHHkwOgWd0RgAQscbtC8bXGjm0++RHz3fneVtg9GVedPup79g4UATHfjr1rLivXoQcuRr3SlbXaUSRv7kO3eJ5K0MLp0Uz8Fh68bPRjTdSoDDrAbWxz3utDHQgvUJJv7I/Vd/9VfjFma/S8NZjQgnA0f1NjKkrvjzzLU+8LOWhxzekE899dSsaMxfLwcLJx3Jt53AwUU2NgiHPA5O6eSpTSg/LwybdadzMkEaK1MpJ3+44GKXLnfzkxNogIUPLh4dgyk7Va4yeGZDykxYg+F84wM75gUR/64cYv1Efq/nrnyGuy/thZwmBbfmPg9v648+4fhx0eNkaNZRBxy00fAG/7jHPW7ohC35/SODsjNE+EF/rVfPnHT5xSPNWSyu+suQc784ecgG97hHY5M/0umcvFn9nCSCK3FtcK74Kbs9WR5tLP0DYCsk8OKpNgqnsngsn5jZhpn1rk7I62XBoWA2M/qboDapoc/KCKcB/a1vfeu4G4VdmCjgRaXg4fQzHp+f6HhB8Gmns61Llw+u9gUXXjj5aMiT7hnPZKm9gGlenwvP/vAlv/gdbH7MYx4zzk7ZrjaRUdfsB8yc7E4dsCdeev7PiGBkNH27j0CnvMGHtjN+5W+tc/k82ZuvXqbOtvtfuqBPPFQfYOCu3uCFQz448epQ+uA4oRW50hjXHATeRwTa++05YG/r7OprrhnwcLMvk1165+GE2wSwOFs/0tEuvQGQP+LS68SbJr38Slvjgq84lV3D9nngCl9sVFny1wZKZ00XTGmopzWN0t9ZruUfbLg9ynwXGMrEzhDz0uooom4nrPQqquH/KE0eHGDXNJq+E3/jxS3868JO/Co/HVMmMT4b7oFLaMLFclAGB/eOuKzOdfa+APFWwojbAMunsB0CHXHVVeURX/vy37TGGf7oXANfmcCMTm31ljSIbN4Cpw5KczbA8qAB1TANpG3MBtv+bo9Jm0FCB4sWfI845phxud2Y5SfuPAXe/vIv/3IcirNFBc6kRsNEQyithr0zJGN5qbzg21ng1Y/LjUvJhOkAwFnS5Q3K+INDGAsbq2euowenQwMD38/+7N8ZqwLKHZlVm2Oz7/+5z35ued1rX5fVmsvGZG3W5bQ7+MpTaaDTtPLdNHzzzadvb8oOxJpMjg4sOHVieNJn6zS56mjeLzTlhwdu5cB5rm5YNp4GXzrGPOt0IAU/OiodVurQ7xs52zAIBqd8dQ7GM7wmii4qlC4N7dYh2mOikYPA866kdGqZ5Mi/Jdfk77niitzu/M0ckHThYC7gCy6XxO0+/LDlR/LTC7ZJ2YSBTGjyXDtg12j6TTI/Eto37pAfPFS3YX4r3raAR3JXJwOnLaKs9vRm6spiVWvCz8mdMvNcw8b+NnroWRn9QFdjwCo7/OgL8rzhZ+JULyZBs07wXL7atrbKF09CeE0892ZSmBYyruX32b8XKlcU+HRZPFOh4M5gFhh5rlS4NJ/3v+61rx+fPLOFO+68PTcUu1dKW7svPxL5oqyY/fDoN5I96tS2FRxc9T/1MO22cgq58jxsKzKpb2naFBmLg31Ip2t27Zkz0Tj11Mdu1b+VVXWnTYNQThw4fPXaoH5VHM3yhY/iXqd5xou88uQZL3jSD4OZtCZv8KobvgMvmOKCB0zxCbnSF8INJ+957SuL0D1cVGpXAE+3ZIJ3TSY1V+Zma30ROs6TmfiUp9qPguVLWId+05smlF69VS5pfOsRnLLi+8K3yZPnplfWkbDzzwqPMuVDmfLTUNE1zaJqfsOmf6/h9zSxKTNVlpBr3DOYneniLftA4U7FrOGLS7mdcA+ECw9rt4aRvsbXvLT4wd/4QiGDuQHdNox83ZhtGkvUzpF8MSfbdcAMaORnoOKKq7yvG6W0tfHMctu6W8fhAl9ZldN4Wl7Iy+dnI+ogvG1sxaMDD3eDP29WnHLeDNGZb6/zTVDj1PjwY6Ijbmvg3HPPzc8anBPYeWjUW6JB6j3vec/yjne8Y/BgQDHZ69sRvrb560rY9vIvGdCpPIMX/Kxkx/ec1GzbmHy0/VyEN8DiMYmwooSmwRN9shyaVZmfec1rxk9L2IZC05dJ57/n/OVf/+t/vXzgA+8fHQv4UJk62fBRnqozuOvgqZfW54bK4smKDT2qQ+Wd5ZDHPixNk6WdkLLtLEsbX2sdgTG5bMcrDpabb/qzrRlAOD+caXIz3/5nfSujvI60kxrbQeJw4RNfxQ3XgbncjS53HZov8lLWysuBGYCv+cq1WbX51Bg08cr7GkqZp2Zi40dV2QQZmg+vOP2g5SyQ3zwyoZ7bWZn4hf0OPA3Xbap6gYvnhPCZ0JFj8jL1UX0mY+Q1PsJNvZtoiK/xDHwDZ3SecK13ZPULnQQVZ+tLWFceCzPDdP4xO6tH82sokxD1zT5mPwT/+Lpp88UUnPRx/vnvGb9l5adBSO/CO3ZGZtf3/73/9eej3125UuCmAX/P3VP/a/nwtNM3v+lrfslCH9w6na3QizT56ptN+zFaExh6mjU05Wt7CPWUSZ8VeTk4dmX7DN9k/E48gF3nreNNR4Ouyhe9cHiUDq5165nT9vDbstLJ0VXGwq1l3/kMz5B3g1981GFkm3SXcdbIGNJJPhh0a6+eB2zS4V87PEgTlp/mr3lpXsPCNA6/lV80qw95jdNBffkiGBrgS0uZnR6t5v/PwvL1vYZzD+O7xFLmWoxBVLi1UsDVtYywymyeuHJc8xoWvvHSaYNSZk1H/K/rylNxDVrpVLzIoKfJzs+fVZbEiVme34H60pe+nINfl4z7R+RoCHDoeMrvwBP9oFGDALOWd83HOh1O5YurjRJM9dCyxVlDTBeZr9K3jT5a2irTQU4jHWdRQkfH4bKye/afbzXeqOX7AmNfbvidd77szW+xPGF5TSYGBiGHho/Jyg25/yxXvf9GfiH7q1+9Jm/7Bs5cm543EJ1c7aPhmmeyVWbyVkeepVd/W3oIfEQZjnnBpcG52MtEjRzSTGI6sKP78Ic/fAyYz3zmM5dX58sMX/VckzclX2L8+dvetvzxH//x8o3ceura9EPddJyO5/Z8VjvqfRCclQ93eRFyjY9I/oDhmi/OOytCX/QGJb6EoyMPKhfaqePU+Cgv3xu8sp6FBjl4PRtAS7thKA29VadNH2VS1mTuiLw92w4Yv4J+aOo9o2k7cHjVNZ3iBZ7BZzia9NNOw57beIlvRfP26PCAAzKYZbA1SXzf+z6QT8ufFfszqN0zJkDeRk8++cRRB1/NWRwTKHbjTZ7DH5omNbxfBccTGwSHD/zU4YXn2AwPR/Uk3bP2O3S8gW+Zlh82ljy32gJUZrzQJPQzF273HQg2uDuZMeGYOMxEoiNQs9qyIudyuZSPXuEfNFKeGzzlWdralXdpQCtHZRN2YEFX+Zm2N6s2+d2ntFcHiR9/2uOHnrO+sNyaL460U59Z//APP3V8JfUnf/ynA8+9fmMk8mojpS2sXtAvj+VZHlf60guHF059eVZ3nPYIRj/iBy+lB/NYtczp9SlD4K0wWsnknA3Ey/jMXnvQ94bXNf01n8qsefdcR4b2m8qU5z7jtbwrI12Z4pcmPvhZ2V/pwee5cfCNC+v6rO/13ItNyUYnJjZWiumIzqShCz/+6FW58lK8DYu/cXB1O8uAhbdOfuWWN3AJV/VdfeykI51r/jqU/kDwLSP/b8o9qIkNZtYVWiVVQVXOWqGEabryU7hZ8eDgmEvcDGs2kglPOdN4ikN5rkpT/oEc+ElnO1fHX9e8hiM99Z0qHbNqTwOHMqttnSSOA7IuU3MDLxhLq1YwzMY5nbGOqLjXnZI0xkpmBlsjHoNaDIoj26Ad2Manju7fUVbHQh5eZQcsvjbPZJkNeLvzn2djcth5M4kJ8DgnY5Hanvj4vZYMSH5Txi9hn3HGacvfesXLlvPOe8Y4W3NgOv1PfepTy/ve+/7lHX/xF8s3sn3gV7M7qdBAyUcuMqIvTTh0Fnrb/G03Dmk8eaq/MT4ZTJNGxbOcMvOt2UTlaU972phU+X2rW27xu08PTWd54NjXp48p777xZntDfm7ABVluH74qh7+/kTtkXDFvIDBBui/wBxyYsyj5h1ZtwTOequ/yuU5XXx2EwXFCk0gDueVefI36Df7RySU0+A+8aEZgPHN0Vpo6Rs+TXuTPuQ7bWRneU2uxuyxj0zX7o2d8WPUAct/+Bo8Ds/q2O+XpcOocLJyckD3gYy1DJxdw2oKyzWGL4MBsLXnB1nYdTrUS5Eumyy67fDkzn3nvvefO6P3Q3KVz09jeMsB+MgeMh5wb3cDJ4fv5z3/+mHz5JXlv+laX3Jl0223ZSgAX/qqL6kFZz/C0Hjzj37aTH1WSbtVVebTF63rIXh3T+fAxsvzE0tDtvG9F+4qgKTf6h+DW3tEdfYPJTfLYiyRfWa3dgNskeK5vHYt7bjrQ6p8s0iubvMJ6viW/xXVYVjWuzNm2//Rbv7H88i//8rBjk0crIGEw7eHm5Rd+4edzeejNyzvf+e5x3f9U/8RdfHQzeZjl6IQrX80Hz+OpaeCq17bzwrD7yU9Wg7NN6fK8A/JzAybucwtuTmL7MsKm/cTLPOtI9rmdT+elU1pocPjgG6c3/S7XNHF6Vbb9MzhOXDpZ4dF3caXTepBfHPKL2zOYwik38YGJDjdterQ3fCZfX2m880L46U9/OufLfjCTm2NGm092+qDZX6KHJ/UR8q0WFbPFM77qKgfeKl/lKL/iE+eUUbq0AQdvaB60gWn9N79lt/na1hOc4New+FrzVz7/psIHNbHBYJXQsEI8kFBVSmG9oc7OeLuiZh6D0kHpeKbBmNRYSta8qswqSBlOesP180jckZ82HgVvGscwkjy3Mjewo7KD0kFhtjKWR/ODi3MlxlmEvWOp3D0EjBQfPqfdm99E8oanvE66DQcfeJZe/voszotXLvHqTNgyfUaPQXFoVA9tVGNbIL/chzeD2ro8ecR5S4/eQJ2ledELX5hf+H1GMIZ2VOKTzECNsxGPfvTxy0knnRh/Quoi51by67pf/sIXl/Pf997lbW9/2/Ltb3174Dok21XOHQ0c6Tp1DO0sdHRkxKuQK9/lp/qSzpOnZdLEp07Cdx5G+b7JgfMlCP2YHGR4GrQNiAZburK1YvXogx/84PLe956/XPS5z406xO9Dc57k0Y9+9Bh8basctDs/7pj6nDY6645MHBp4q06lNS5NPn7Q7HPTkzB4YBsHZZC9K7/zY6IyzikFz6zL7S834G3anNBMuvAWZ7ryDU+bDmnDIxgOHyYb4TIanG/TBpi5bZczEpnEmJSDgxPv6gptfJroScNHJ6n77oNvng2yRSmd96OkyN6YLz0+8IEPLOdkde+ee+dg7SD3nflNoKc97enLf33zW8anuHBbflcWPVsVJqe+SnMPiXyTG+2vA6VaYBM8fpXjySskxzpff2KLzy3MbH0OmNppdGOiw+WlRTnlZ3xMTzY6SZl0GlZf6MEgfO9Bse2ceZkrosqnPoJDaZOkMXCxwtRteVyHa/7Qk1dHz1z52eIpaa1T+U03SfbzFQZJae85/735WZMnLK969SuHzu6+my16edob/R6z/Nz/8nPLl790aa70vzgTDZ9az5ev9ol4I6cfwWXzeFvzhzYYdcYNWckfOPyxGe2MN2ibJEsH7ydYDnzoEfmB0zlxbp3hWz2jO/Go31BPX1PNyJvw5JwTVrWEF+n0JeRnGu7UxdyCQh8O+sUbeDSrZ9BcceCpMkkXrxdHg5cGN1hxNDjhNo6RRJuB085jq0k6eNj33Oq3Arhnz57lC/kBZfcSkRE+v1umkJcf/YR2B4e6MZaZ+HmZBjtSZ+Z4Lv0R2fypfMLy3HLidfLxiCbc4nXgePi5lgNT2KYVVtj88lp8fxPhg5rY7FQYhit4BRIHV0G3YNSHpUYVs/GjG4nethRFYenMvI2rYHvOKpTTCSdhKLM4S1u+5zUP67zmB4BNgJ4h/hNrtY5KUHnpmMaBKm9qoctYD8qEwU2uJjU+1dNwXXY1w9xLkkPFZNaA0Gb0wtlB39+YcAC2jQGscq34yiFf2roRwklf0uSJN82An+iIyx/ySIjTga3xo/nI/Iry6WecnnRGOuU0YBlM4LS9cOmll443cds3F6dTvPKKK5avXvvV8Rn8UdneuNeXEOlErBh4GzOgoIt3OOASr8dDZcJXn8HWka+yTzzb9TvztmFtKX3kIx9Zfu1Xfy0D4mHptA9LJ6szMGjul0nbefkNnRcvz3zmM5aXveyly5e++IV8TfKWcbHixZ+7aKzcHHPMIzIxS0cc3g9MPfrxzFpFWL+fQ5/HN5k8c+JkqDytU2k6iZFHJ5uyBh2rHumdRgcFlzLKd9Ag+/75PbLJw2SkdLQjB9vHQdFkVb/4UfdrXoaVR2Xwy/flFNwH7uC9OicPODjgUs6zlbx+EXRXflR0vKhkuxJPDqvembRPfOLjuQX59tTDrrEVcsghOYicQfbEfO5+diY8bl311ZSLysiF5plnnjkmN3/0R3+U9nL3mHz1bpPxWbB2uHGVU8gJ0a/HJye4N3nAyK8riWXmRwepPBHy+Zopzg9O4uOetJHUUPSqToM36WN1JnnV+1jFCcxYXU6+FQXspfkMeKjnxHvyRo9rXj1PXc4BcDCQP+BKo2VaDm9sonFlvJwcdWR+fDSTTWfKbP/94R/98fKs5zx7rJ6O3weL0A4Z3/DNbyxnP+HM5bwcJL44q2oHHWjFJLdHWw3JJGJfvpzaL5NTP9TaCY+Xyqh18IpfvjYxdBX6+GEfPN71Ydp7XftCEwplU2AM1MLRn6uT4CUbnKUB7/SKBH/qoxNVo+6w7xAZYcorq3YN9H5OIo+q9346xYMXPzzx8KPHCcUHj5v4yMgfcrU+hCZw0shZPOKFM4kOsoHPaDPxao9whc/w6DD4Pc6fESbbuLfcfHtWOvdkO/H05ei8bKEz+tHk4xB/cyxkXEnYjKNbK44BqizlVbz6aV5DvOKLazgi/mz6DhMq8Hxl8wy+eCefc3wu7p3hFt48KFt6DQu/hvtenh/UxKaMYYawwjJGSA6MtDJOCXNZMRWZxjLg9mXQDbiOcRwKTQUe6JeH43ScozJFgid/Bj7lqsjuU4qXF+AqnbGkxOjIVN3gJRnlfaYN6NlxpTPTER0QvkeHl85gv/CyX/bZ0ca/FYCDsl3h6vvLLvfrrDcPA4fb4GlPeN1gGP2QOzpqugbhWTpfHYE1cGiceBz6CeV1Y5fPSaP3lhHntnFaMZrbC96Ua8DyydLOQ2dUL1dwAABAAElEQVRtQuag5utf/7oM7lcO3AZa+neNO16sgrj4yxaNjsFn0c5WHJJf9PYme2smA/uirzEhyCHkoB38KwsePXLjtzzTAdnlC6sTMuKX8wxevjcv+MYnjwnJcuedc2Vkm9/5xY0VCW+L0WJ+gPqA8P7tTGLelpWAzyz/7J/9H+O3dE459THLL/2rfzEOO7/pT96UN93zQy8Xlu1nlSIDbvj1i+B4URetK7xUf60PaXhrHYMFQzYwnm2jtE7F9wWmZ2TGLzVnddAP/5l4+kVjuibD/unw8LDt2fDsaAeN6JvtyWfv0ng88XjCA17uSjre2It635U0v4m1s4xJOHnoHh+e8d7OXPyA6Org/TIRH5NHq4MZIOnpoOTdfV9+r2pPPv2/cPmxH/vR5Vuxnd3Z/loOJMe9y3Oe9WPLW/IL1X5L7NDomkAGoh/6oR8afF108ReWI3NO65Zbbx+Tm2krm3NgkQH9yod3vJU/8bU7UB3k169HevTBHWBQia6CxGxm6I5O/Er83ujxHpMUgPKj6wMSjjpWlowpP380M32GvgsuHYqV5ZSdXyN5i5/1pG642oI4fuH0XJ7VjVWqUZcbmoUBL5/snDgn7Y70S85DjLu2wsvXr7s+Z8b+a35o8u+P+4W0HROgh6Sub82W4Ite9PxcKPrR1M9FY+XQ/G1vcOwfHAd7EQiNcRcXHiLfPZvVKvTIYGJAX/jGT335n9sr+8bWE3jb9WzHC488du9MzViBCA2rYA6is32r4ftlEk+h8A/dZAKg3e9/UA5GZwJ2L56cf0q5aD4H0tOHRL5oe4wfVl3Hylr4Pjj93/7px2q7bJp+2b/zZuWVDGjJ58jnGf/qYNrgtIPWmTwyVxeelaG/WUvTLMg56612a7KcbSg8J6QLtu4Djq9cdW3utblyfBm4Kxdd3hOb9Mvlc4KpXQdn8O8fXc2treCKFg7IIgC++NoWOfBOR8p4nnzMuPyRDi7l1vnGQXy1jsHW5tZp6zKe6UDYdPxwjQvrhhybdlCY5n2v4YOa2CCK4SqriiszFNC8hgRK/5sKTyVvAMekJunRYdIofuKd+DcKGMAUNRWvOY83qADjoQor7UEvkWFaA3Hw5x8nr/z0eWTkj1l+05TQyP0omTeK/QZtnUjUFbZMbK7Nio1ldAMGPuZv/mgUs8OCS2PQgFqZ0qobeeIaxxh0MpiYKOk0akDVscbCmJresHjLA1mmPmYnqLwGjQ5n9YsM5QFOhqhxX/eN63KY9upBB0/emIWWq8EbbHdlFQMu+ver5rH8oQ+D7+hm55x00Fr/gaeyo4mvujYSaWOwjfzgxcnimXy3Z3I1JruhL32nnJVR2DydsgnevGzwgNTRbcvv/O7v5CDjQ5ZnPuO8rLh9M7/Z9Ozl6NxtY5J84YWfG/o6LCs+3MRDd5Ne6crDXzs7cXLw22VmmjxpUcDIJyN56D1Yhm7RhsuvxcOLZ3KAG6sJm7Ly2JcJeOvQas3edPJoZ7xIvcyVEysKOlwuxdMxpg5SXgdpooq+QZSOdtaNeD06+G99NN02rbawfQ2CyVXk3zvvFXJPySfyEwvnnHN29H1E+M0h4H1T9pNOPDGXxj0q9vbVrNpkZS2D2SOyWub+Gkvx45fj0x7Glmrq32TCxHDKP/U5dDqkm4O7uHaCP3D02XC/LM+Qg8xjFSXt2X0i4+6a6Mw0x+TYZH2sfgX23nRWcBl49ERD7k1PwiIIb3Ijz0uZPsLg6+3Z2ZD7soKiTHWnhDrSHqWxazzt1C++a0d9blnp4NdxE6lxGH3gnzdZk/H897w3q5RPi3/6cmcGzcPzub0+bd9+9y4n5RD33/7pn14uyYcP+R4yfPoy54acvTo0OjhguTmHjdnG9hdZ80UCXfTplS4944mT1gFeSEb8d3IAhu0fkra3z+QFUXrT18YmZ98E53wBpl840NgvafRl6/D2fMo+XrpSP9rHvcF1d1aq9NW+1FMHd92TLabAomGSfvhD5k3NdN+tT/zDD2bg3sTxThZy4Z0DU1/9i3NbPCY+7SvpwcsuxmQM/8lTDizc6sczICsyIz3xOyPHV9Mmrr76mmwnnrUcnolcb10eehgkZzmTGtYXswu+aVvlEQ04xYecieuzucKMMDwNmwWfPGVaTk8DZi2vPG7yMnUiDu47uXWe59IofHndmd78BxvOVvJdll4zg9mKVaUUXZXSONihlHYazHqTVsEeKIw2ggKVqXj4wHGDPh42fjvt/nmtjOaXTss1nPnwexvbWM2GT5McA6ybdW/KLzG3UQvppAMJWuIatrR2UNLboaEnz6TCW3G3qpQrjw3BKlcehZWndbGmV5rFNRDmT4ptOfJruM5aGEAMrvA65Gcbite59dNVecpoaDoIS9WDduqk/JTH6qNyiysLfpTJszLcOt7OsrSUq5c2vCbo/8Ax67i6gE/6DJO3qQerVmSxXeVGUtskdER+kx5f4fziL/7iuMrfJ8t4GhPdLcuetOEtb+jUT3pTPs915R0cHunN/SxwoBFs479DxXj1lqnzx6cyg7/UjTc5um3HqTwHBznm58GTRzC2HzrhgMcApS7AO29iBQVvJq/sD1/ywSpvwGAT6K/rhAzivAFV/P66Z/Nz4IbfL937xXJ478yApJz0448/Pj+M+cPhcTNpjf2fesqpox7cg3TttdcOODIOvhLCwQnXvros//ihq6GvTFbEO3gMBIyH2oc9bQaaZIwV1/C3lmfAb2BjsZsyMxw8RAcDD578S4gWHMUjv89CbtK+Pz7pyjdc2w74ylzc6nIMSimirrRTLx8uxmQTV2bF7M/+7C1jNdbPn+hjbA2yBdu0vg58VlbObskkBtkjHnLksAU//GrFAf069NUde0D/gXgrrLDwYKedL8Omb8lvhbnvarjgnFa8rQ+TGmU58rIxcfxoj+xUOz7yyMMHjD6TDkx8rXqy7YzggZ14vMTRjZdOfOjrlOfEx5eeCac9T7rsqLKXF/CeGxfir3poGXG6HzInXzieN+Vbh/A1T6i8ci4DNam3TXvN1Vcve3MmzXYx19vwBw8m1MHPOzM2wuCRRxauvG3BJb9wTRurNIGdVrdtfwOB9A0NeL9bXxw7Q3jaDuSVxk647zX+oCY2mNnppGFaRZVZyu2z9ConZpL0jSJThmuDfaBwrJoM5c6ZbmmBhZNr2gghH/AqJI8xhNIuXHld8ytP3PaK2jZ4j3LRktDSnEnN17J1E4xjADAQaXAGg3auYBkq+RmaThav4DqBEW8HLFReo8MDPPgAs5YNXm7wlGewWzyHFnrKmnyMpdjEOzgpR55OSMojngxuvE6Z0wnCA5/bT0cHEn7IorOYjWfyMgps/uAF3jau8lZcjQvJBq5p4nQgXruBlh67HSIun68OSk9IZ5bchVQF50GZNBj44aYLE7aLL/78uIPIJO7qq69admdVyqVwP/uzP5uLF+fy8+h1d4iIBgcvjw9h5ZAvXjj5k5fZOTsD4WxWeR31FB0bVJU7/CGHDx5bjt78WOU4EL2hjb7ypaGeZXUCSl5bWuRlV5yVFFtFnM58/hjlrF+X11UWeq89tM7xL533zOMvXAx8a16kFwed+KkRvxvm7bnlhOidd955qYvd4/ZVdfzDuePGIHTRRRcNvNoCHPBx1cmI5E/lFxa3Z7iVGz506TYWE5g56Ix2OXSG/1lWebZfPA0HrYBNGTeUq/uoAE8jLzTgUg86jrEq5GmTX37E2aC6WfOtVHmftGb9kqVeOlf5PIeSgsE3JxzwszH098s24fnZXn3rW94aO8jqXFZbrbLZlvKFlEH+Va96dS6mPHYMptqCCQCbQ4Pe4atHjxP/TnnNxyuZyTrSot+bb751rEir18oYZANf9Q33Vt6gRcapm3Ti4e/m5bbwPs6Ghc/2m/jd5WOJbKcZ6A+OvPfG3vfmcL5taXaF51nP88URH7y0B5KnbWfwv9IDHpUhH5jy23oCb3Vk+MAVvvQrY9OFXqLZJd3DfVX6pEsuvTRnbubPidAjOuN8TRTCosdFpZQTN3BsQnAcPGtapYcPHi1tHR68K9ewMjUcCPOn8YbS4f1Obp2nTPmprqTVeZb+/XIPChMGd/oytE6Xto5XIeu07u2Bbf53DjdGvgMWPmUaJrJFd5rBNr/o3I/+A8jCKMYbdAwg0AO38O4M/pddftm4/8SbDeM2ADBKnZWKgVt5HSmeGGUbONpt8B1oa0xgpHFtaGt8cE28s2Giw1WW6kxj44sXPW9C4Czh1uDpyJ0tM38+uwxLHO86Pp2dTgFuDaGNjzmCK83ygG9OHo8PIV64wglbdmTkDzjppeO5MlSfs/x23RqMJs1tXVRHYDl6JY8OH6x99WuuuXoMuHg45pgfSM3el879W8vLX/7y5awsAXsuPwNJ/sAHnhNWpj4L1175Os/qwORxzxV7RqcXkuHLNsLcRsK3Cckarw7PSpo8esG/Zw7cwJs39fT5W+l4sKUy7m8J3IiPyR0dH5hzVHu2tqLgoiYwcK3rS9rU95QbvfrBwI4/hR3tLUjxamLj7ZMN7c7FfN6o1YcO1Q3Mj8qhdVsDYwUnn4H7EkoZMDyHR/BcaQi58oh38Phr2tDZ0FfsKLLUVuhx/DxIcMADbvrtga900Ohzanfghj8Pw2b6bDWhE0s8qLeukq3rzfO0hdkeShsN5ergLVxlkvZA3qTRAW72RU/Ok82fM9kvKzR3LP/tzW/OlQyfGXXwkMOPGLLjV/08+UlPXn7qp35q5KmH0tTO2UJlF+JVmdog2MLjC4w8ZQsjndOXmkx97WvXjvMglbMhuMo54IeKlZ14qzfncDzj36rTUUfZ4tx/rAqqXzxwXky1NQfTffVoItSXAzzrs+XTV+tgzXPlgkt+5V8/y6vcfRZyVpHAtk49ww/Puoz49F6aM9lI+9BX3ZYt88svvzz90A3jhntl9AOcvmqcR6Xz/BtpwWMCv8ZNhsaFfV7LMuQJgvJZuIbF3TLCpjVc452yVKYHllW51nXprEP53w/3oM7YVMAyII45rkz3ucIyxhqqNIaYWh3llNEZQFElUzonLX13XDuhWaYKnTCzAezka3Bk2U7PP8htV0xh10otzsFziDLGg+7LG38amM5Rg9hz+Z5xxubbefPN5vDgF6/yuHnGwVcGUe1GJxpjG6cOGF5eJzCMK3qo3MI+K9MGMXU2O+Hy3LTqoA1SvgN2cMPR/Dlwbd7Qk25vXiOce9ZzUoYnS9ou9VJfc3l4Dhjw8/COw3/hlRv6igwcftEvL/I4Mkmva8cJl3T5OprCrfVCZzonNpJuY8DDO2nNzqd4S3d2sM4XzbcdcffUdCKqI3eWxQrOjdffOHAelTtTXvDCFywfveCjRTdkE1nz7rkyl3e8cOVfuJY9hxnSud6+fOHzX1juenF+A2gz6bsn1+LPtjF1R26OHNyBOYy7a9d8njQnL/APmuzav5WeU21zcpMQf3StuVmytyLiRt8xSKQjdSmgfPjKc2XDi7TKXhjp7KpwhWl5b83ehn327W6OF73ohdnqyC3PY2VjiLUc/dCj85MW5+RLu4vHao1PvX/3d35vDMyHZRKkvji0PeORq5ye5YmXv+aXL3FO/uA9zwYFrnbqeb5dT3uiRiseU//Tlod84X3ggCv58wui1HfORcFv8Gaf+op99+Bre3Bb88fGxdd819bLJ54GrY3u1zKDra0RRd69uQzTF0NejPCvbuA65ODDxsVvr/3t12ZF46DlrHx1ZuvVCo/J3aGx/Re9+EXLjfkBRni7mlJ6win79ksH3uimMOKVTxrf/Mql/To/aOL64895VnA6R9MtoInL5BdfyvsCaqy05Vn/lISxynj7Xbctf+dnfmZ59atflZWbubrkAPwhORxuZfOIHI62OuVLr9Lem/J33JGD7bEfl3T6cvL1r3/92BJ2BYQVd/YFvvoXinPk99x8IR4bFhYcGxXXr6ojcot75uW3XU8554TDWJinUW/j4sx8SfiFL3wx7eOs5eSTTx7pE/cwTpU+/OBj9InZjsx2dXkRotP4ECR/xOtLXx5ZGsqvk86TDXzLFK+4vLrCiIMpfPOFTSuOtR7XtNdlHszzg5rYrAmVmZ2CrAUehp7KG/9UyqYjtkWU+twIOxVUJVcBaM00Slb2/m4N35x12fRkI1kav3blHa993oIBqnJSsfPrmPtG47wuS+veBHw14PdWGJzZvwHTwTv84NMtmp41Gh1N+Zz502AYO7pj4A4MHBp4O4b1pATsFm8bIarz4l7L4JlHXyfBiW/JGl2gw5PBAb7yiR+dD9jxpZBKSp1x5X8nL+Lwr/PXNiC9PAnXTtniwwtnAKj81Yd0HYABcuKatlP50QM7uA1O9eAyMAdXyeRw5C3X3Txkg98dN9dd9/XlyMOPGoOCz5jPyWD72Mc+drk8v//lXh48oFX+GuKlfDesjOKVcfKp/NxW27Nnz3jDfHguMqRz8o4Dq/lC0CqZz5p7oLcdojMD/botatxy6JhIuyix9YqeyZrBVx3ee+/8bSwzG7AO59rae8iRRy8HBNmEm/Y/8EXe2hpca7zlBwOVr7KXKekGzcPDA1u+NEvqVmEe99gfzPmKg7cmr748O+2008a5prPOOmu0IV9R9c0Tra6CFnf12vouH+V3Kz084MMqSoxlTMLZxehhkj4mIBkv4Rs2mroBz+ujauvyRSujvoAzKE/4mTfKBVaorkyeXD434rHJQSPlxLVHTr2L15UGGQbdTcbOZ7LWKQ+ebO6I2X347uA9aGwtmaToT7ykvOtd71pOOuHE5cRHn5BV2MNHGXjhctPtq1/96vHbXm7vluYrnsmn+o9OQme9so5e+cRDvfSh58gsv7xKY3OXXXbZuCLjkcc8NHUydQc/O8EvPXnJUmdcaVjFoK9D9zs0V01cFHpLvu66Ofk5u5VzQ9r1P/2n/3Q5IXdR+TLV6oyVWf2xYwNv+IP/snz5kktHH+CFxmQGz7Zl0Ya7fQ261Q2YxsdD/uCJl0cusMp3BV4/YzLWl7R1ufUzWeHhkIHPqo0024W2yC+99JLlyU9+0ugX1AGYYZL+xDDL30ACX+gWJ/x448HNstvP8ptWuIEnfyrfOu65ZTwrw5XeiORP6T0QfTBoKrP2LSPv++Ue1MSmWyZrRqqcCiosw4PZ8KzDHv+iE2XXfg6+U+j7lcswRYeMu/AMitNwpI3GuKmokbHK8+klulzxKlPnuenSRpzRpIM/JPuzLjA7JG85Pml2y67DnxrB4RmE7s5evc6DESvnDchPCXh7kAYvx/BLA+9g6UfngXf45GsUQnlglBPKN3liLMpL91xdo9Fy1ckBB7bhqYftBrmuFzjUJXw6CW+qeFjrE4/ypZeONG+5VgB0gmjz+MQfnHBIE+eVkb+WqbzAC15ey1X+4jWwR8oxYYRP/vabtUnDPBsA3jkbuPKYPhJtn5ofODoyP4jZz/RZweHZbrMEDJ9PMN10q7P/4iWXZvA/csiAP3g5cJ55+sNv60EaGVs31RnZ89nG4MnE5mMf+9jy09kCuP7664Ze78w5JocfjzvuuPG26eszeDm45+fsk459dmnVT3VoYHCwXb3Y2tFJ4gcek6XbcqniV7MV4NfL/cq5t0qrYH67qTjA8sUtbBwvZJv8bC7kCx+cNC7gQ3b30/hxP3QsqY8bVXNAmx7UnZmnvEc+8gdym/UZy2mnn758MW+oV+SHANkOOLxrQ+DVJVf+0MMbPQ98yQNfGM+1EanjbEJCq4zl1TkMMGiZDIjDRyeTfiYMGSSt6h20a9arO5qUvyuXN/r5CHI4s6bN2w9kY7MNb7+wtA6U48mCDifPM1nKS/mj6/rKCl6+Mi0Hj9UiVzDQj3zbNGDZBHq7dz9keUvubPqRHNh+7o8/d9i/OZ8+5Z5cKnrso44dNuLSvjSxse1hUm/7g/xZn8uEbfKIHjqtEzyihUdp5IfXc+HwZAJxZW5GNlg/6pFPG/zflfrdu/eOHAY+egzeJh3OxNydszEH5Ysg5SZOn5fftTzkkN3LZZkof+qTn8qn6y6GzD0w4eXotNNv5qvOEx99XPpjn1BHiNi/z/etGprYXfu168LXHQN/9cfWaj/oVN9Dpxv78gxGGXKSiay8eH3PARaW7sGscYHtuFD9gKEbbuLOpC1tx4R0z54rxkvB2WefnUtRbwvcdh/M+MLS4A0O960pT2fipS2NnHXrfDDk4gqPx3VcemWubOItV/mFxVG8aDVf2mwb876iNWzplfZg4Hv8M6X6LpEQrEaA+fVzBZFeVwEj25bSNRTC1bfcjK9XUKIcrW1McKYhFXfLUnKf0fQsjS9eYWHWIXh55VHcWyyK90VOb9MZvYdhMTiNVsfXBq2yeThMcsAzJPhqAIVRRvl6Rg5GWbyCw5u4dHQKoyE0D+56/MpTtjLTlYnKejK4lhn++uKZ8fsbojJwTnyTJhnCyEgvP3gorJBTzvM6Lq10hXV9rp4qh3DIFv2Xz4YtA79y3s5G+ZRRjpuc6DBWW3LJ8yZPrzx8cA1a8lJ/OhoTbfVJXnVROHjBt96kN1+9K4sn+Cp/nzVsP5x6QX4uwFulr50wCZ+O8KH5IU9nJHSScFqZgnPeaj0HVbD1Q8bQshJiCdukxqRCeas/JnRWb0xilPnMZy4c+G7NDySSrYMQGSsnOHwLm1bZh442ttY0PBBiyJoybde+GoTf27GJ3LdvmlcZFLe3ZV+jvfIVrxwTSV+r+SJEvjpHC31tgMOvdoPuqO8NH/KUqY6FfZZHjvzdWnEQ5+l3yj3bmdUsDs+zPQVP+gGralt2uWpjs+yc6AXjKDv+pD795AQ+eQ4/cMJd+fHgmStPTas8laP50uvX5WAB41yPdo+Oehc6oD7qJ+tVv/lbv7lcmZVIvO86OF8Hhe3R16UsXrf4ySStcTyMF5iE5WPSmrLLr86kqy++aeqfY49s35kr7c7vyB2WNJNKnznbJkLTOTD2bNICB/uH1wTSSpvtqqOPPnK0DXwdGnunWys0RxyR9NBywaAvjKys35wDuM73KAuOg88z3tkU20JbXLr6pgtpbdvKSAPDy6NHIS+/uD3zzVMOTm6NAx7xwgvx46UEXfq65JJLxkTUhK9wyphIIzloRDZ5a9zolVfp67ymC+uKW7h24ms+0eOktV2sw+oVTOk2rC4Lsy7nWfr3y21L9l1gbEUSGrNVyjq9aTvDSBulbAwkHUeFLhw2ZlorfRqitNESN3yCr2tFgaEgYSttvVoDfuKe+RPnxH8/+uFP3NsbfO5duC5Lmr5ocbbGweGxZBp8rRy4XDKGHj3QC8NvZQq58rXmQ4W2sqUrX122HDrKrvMLs5a/eAex1R/pHLn63PJD9k2e57riUhRsZZE/cCRjG2Zbp00DN3BvcOKz8QcKO1igU1rjkqg0dPTLrw5Z+fvR2dBSLy3bS/HoFuwon8LOH+nMwI1VxOAaLAYGbCcnxaPcTlla72SS37ouT8LyqOz8UsVvcO0eK38XXHDB+O0kS/w6cF83HZMr7+ETN0g5RDhpq5PZWcI55Bg8ZzDKvzvyJmrSLQ/vVpz8kCce4KEHA8yHP/yhMeiA4cPVeCuHrzjXfJORa171gU7dlDGx0MKjkWXYauIOnxuYrNi4sI9cJl1WPvBz9NEPXZ6Rm6Ap39mfO7KtAF/tGQ3x0sNb8zxzeMPXqMvAVhb1YRWvk3scK7MuBxbPVibYjTz1X7nH1gD6gZt+G/+QMXWFnyxpDLrjRYRd5dzU5OP+vCuDRuWpbI2Tp8+FLXzTwdRVlrCYgmlbQxx6QWNuabh92yfWJscf++gnlre//e2R0QFaE/usVOqLN/3wwLupRs9jYke+ld7wgW71TP7yKm+njagHTt1bkfmL/Kace8COyiqLiayyzsn4WZf5g7uph/BEl2zFof/ZL8SGc2WA1RyXx+mbTeTvy4THF1B4Gmdb8owPfO3OFtU1V31lbP3iQRpceAdjgoVOeW56YStjZUYDDr66bxo5midkL2jBLV4dwd2y8PLoDPvdhLZyQ2pMbLQLXxaqs1kula2ZBWB+Dq+2t21q8BBe0FtPSNd0Z9nZftayrdPBN88zV34bztTtv9LrWrY6kf5AepY+5fL0/XMPamKD/FoJO58rlHSVNvJVYnQ52s2oFNWxXSFVltDER5mZlta6VZFNmwpc09nJQ+OhOrTV+HcKa9Tytxq657xB3JkGdtXV80saXxoUtnqoUafpLHem4THodpCeDaLCtWslN4SzDg91xcNApFdPhRcvjsG7jmrTkObB321dwtnyO8NklOSgU5yFa9ka6prHFmxa9VPeyF48laEhWM9CHQ3YejzowIR1E88s461l0lx1EJkEKW9AGx1f5KJDnoNLp1/9SYNzwIcHF+KBgXete3BrnsVH55EOpPyjq2zrqvBCnXXz3O3yoQ9+aPBJZt6bqB8aPfZRj8wgMJfIU2xMQKzmzDNPs/OsXuFz3kPcTxc4kGwAOT1bO7fefmsmCvN8DWvyG1m2oUyCfH2FJ2/zDlUO/vAYP3UxbXHbrufATWdrD3Y6YXzKd3XMBI5c+PHm+YlPfHLIK857A9UuhM79XHHFFZF1+7oDvJgUqQNy4sVkTMiVdnkeutjwV704c4DFdX1M+53tCw7x4oOrbnw5lQlwBJ75+RvpBy9WD/CBt4HPvo78wJpI1tXO8FOPZumU95ZtnnQebmnwCh/IFQf8tVd1YEuGftXLmCTn4Loftn3jG9+UVZNLkk7WibP0tsLkdeVtpIFc8e156nF7Uo/HOrpB26QBTxxbUH+289/5zneP8urHxIVo6vrhD3/EWLHQ/1q5Qdu5Nzh8sTnrMytSgbUyeUjSbDvvSvs4Mis2voAaZ9SC9yD9YPiwOqpdwsHuuNZF+cMv/pteWdHnGkqfdTz7s+pAOPS0qTNlwNYXB5jW5Zpe6W5tH4/+ax5V+PrXvzYmgrWrwUvwjH8J+wl4aclf81OapSteOdBtHI87XXFWzsYbwvlAvvnCuqaVj5ZresPCf6/hg5rYUEb9TiVisMryLH8wrYzzAV4rIq80bQssIUWK03Jq8Yy0GOkotJK2sMKdbuBOojyNhCt886R5rq8c4vjZLw3BdexpYflF3G8tV1111fLtcWDNoLo9yYCnZU3I9uVtjdNQefhqQOC2Ybc71C3DjqGt+dHgeGW4ylCZy6vyNZjqccJvl9EAwCtbGn0esCv86HXlQ17pDLiUH+VW6aVdfI0rV9k8c8LCCauPkfkAfwpTPYjXbd9PpD5mqgDOcTA3utN56VRLd+gyPLisTEcpHisY+sPr3blgDjzXgWInj3CBAY+fdpp4rANzPx+bhkcZ21AX5qCslYxHZjIDRzQxtqIee+oP5g3zpsDdk4Ho8PE2622bfN7aBv8hAvdoJwOv7c95V4dVklNOOSVvr3NS8fBHPGy5Pm98b3jDG0YH6T4TK47VyQPqNcTg70TNc+uhumgdT3nBh8FNOTXN9r2Rz0nmvuWzF352vLHbIrGCVF1ZqfIr6849mcChRUfwg+GlccLSLT90X51IAy/NRYs+hZ550zhqGy0z9J62bADUdksbfRRLX/54Lr7QAWM1kRurHqnbQRftUU/bE7ABCx7ejS6V87z2k5/Ja/OFTS9s84pLSM+Vf/R5EUAdmEw0z3myK3PO5U/+5E0D1k8sjJWoIe2kAzed8V4M6Ls6R6e05aMnrfKVH3pgX9oe+sp7xo/6f8tb3rx8PLdSn5DfDVPG9ovVmmMf+cjRNvDrcLntJRN+dOA8wNdSqS8TAOeftF9lrVD6vSxfQ5kca/uWr67KofXPfvazg+fKoB4rXyfZ0jhyFK46X4d4ld96FK9vOt7lh+nBN7zyihf8dyyfsWP0V1l10uZtmXs5cWGlFc4Ujd8eJ0tD/8UG8Trchi/1x5VvIZh13HNhxsPmT2GLs+E6vXrcGZYGVJXbs/T62o94n4XfL/egMGGmrs8VWHqZX4feAMbbZTpilwIFKNUxDYPwhU01DMV725lgVcasIHTqlenzOlynV+n4UoXrPGW40hZyIz15yrp63aV8vuxwTTw34aaBMkTG3HRnNErj/nJt8w+vhtqGJVSmRlA+4NQI2hBKQ35pVAZ52zqYDamz/Flu26jFp5tpxC7O7XA7DV6dCP4GL+pro7vShK/PxdE0oTRyN6+htAfK19m0DJgOUuvVPLUFZqeT4usU5fCkfkYdpVOgd8vwOvhbsxLnwGf5bjjqYTO5llZe0VnzRBfqHwy8leV+eJLXepWvrg0ml15yaX7P54+Xr+TMg7K33HZLfqjwsHFxHRomLZyD6H2rVb68oMEpy5ksoXPOOefkbp5jxoTIRMHn5X/yxjfmLf2LY1Cx7I9vuJxvsA1TXPCs8dNZ80obDFcZhaOM1rXiyRkH6fgzuF1++WX5tHv+ZIVBzxu9gc4PqV6ciY1njgwcvPgUZwvi1eMAyB/5eGwZ6Wjuv5kA9lPsrsbp6Kd824Py2Koaet28gG1kMKh0sNB3GVAThAAqmxuRQx9fRIe3bq6uTRrS6K6+MEJl13LBUbtv3uR34u6zvPUzXGhSHbuRV3qe4WQLIRYb2D22JN/5znfmHEr6WHwMW5+rQq1n4dT/9stWeUJvTb/pDdc4wMIDXugT66+k7f3B7//+mNA6JGsSz2bPPffc8dWWMzfsY7woZhLj2QQ4SAYeW1TahUmNSeTZZ50ZKiYzOeOT23p3ZTJ0c/rqd7zjHTk68O0hOzvRVss3vtilOCekp/Jefmtza52D2enkgzVpFyoPrraLdtPXZcENWJMxrAx+bMV5GXOQ+Jbly1/+8vj5l62tp62VapimDU373J60rPkuPXS40mx97YxX1obVSWVsevE2LP7m46G+aWA8cw09lwfP3w/339fQXwMrhnb6MiykiCpjMJx480e56Pe/L69BNl0j08E50DUrXq2Pt8INf8rXFdc63udBP4iFQTDoylOG0rk1v+LyvNU6UOgzyq/nxL3Pgm9Lg5JePjWWdceKpSF3cGh0vPwtnDHuLtFq5OW7Rtiw8OLg1rBreZTn8DO2ZUZtkkvjmuUGwIB5IINKveS3u/JuGhwaNT2pq/hNHbajNSiseenbXGUQ4nfN3/p5reOm4025xnfK33Rw3sKKIyVGmfvCJzd/bXouuetYxrmcnHcK8tHxkUvnCdybnrcfnyG7gfeAAzKgRo1oVZZ5Jwl5769/MHgwOTFQiLeOhPV4Kq6GaKt7n9Q+LAclb82WkMvTfv3X/8PyjW/eEFzzc+9nPevHlpNPPilfDc2tHD9FcNjuDEr51WV16k1Uu5g/aRB58vXbIWOyYjvqsOWpucH34AwWPnG/+Zbblt/9vd9f/tNv/XYGtMPHLzzfkuX6SLHV4fZLIXxylVG9r738ysqmC6+MZ+XsNQtNlpynODg6sm2g3V6V38D54Ic/4jcnI09WCsKD+vNGfWFWc+CYnfn2Km/bCp2XDp7E8WKwGINc2hnb3NK/gTrsaBbjzFvqsRNzMCE26FWeefvqrP+RH/x+AHZv3qCNp34Xbfjonr5MTNc8la47iZzroYr2W+Cqx05+ybrWH52Jgxt63Oi0eOHgW67wjU8avmacXzHRBRj6ocMpZ7Z6Uy9gb44N/of/9z+mTq7OJDDl6Cv14QtCVtA+YEunG37XPK9pw4kej5Y8svLtM7QZz77OO/DgQ5c/f8c7l9/4T78deGYz5XvKU5+aqxYelzaan66JnZoAezlzJxB9HpTbhU3MFRqTzcAdk98YY/Pao5+O8BJAj1/Py+ib075M+LULE77qBX/tl6tjvE89Tvtib/LWtl4YcIVt3bbuhs0FP1c49NAWctVV84vL5NQugTbDzvZGdofu9+zZk+3cb6ZkJq8DBypxjDwopcEBLxqVyfOa5ppe4VumcBOxJjJ5FQfDrfF5bt2uQ/qqDZQPIVf6YNZlPINpnQzg7/HP7DG+SyStGMV2KqAVXJQVzoBzoIqLj+nMr1jGQOMUeyolnfV9+/xOCaP1KbG3UQORDmo2Fm9RlMNVEejjh3Kq1NIeFaLRUmxCPqiHR3HLhyeNOk1zwIxOMHgPOGjXcsONNy1XXHX1cmuWBN1nY6fpLo1tNEb7wHNSoPN2A6iOjVHi0/kBbwVcddZKlO9Z4+1bLRjpZCMXXTb+/9N2bz+3Ztld39+qru6u6qbtNg5IuPEJdwIEGWI7GB8wRknASOQigInE4QI5BC64hPwPCSg3UXKBBDgEHCdBEMCxEjkEDBZEdhywsA0dH9oO7pP77D53dR0yPvN5v/sdtdgV4V3F2HuuMec4/MYYc87nWc+7Ds9ykkLGbapjP3PywoteuvTtg/lWzHzWYrbcxH3TxL/u1MmPrYPbfWmctM/FgFoG1+eI5uGc5EyTk5wPFvpVXJ/BOG8dOFF5ZUl+k1vzXl3G8q6+Nq/Y1VHe25a9MdJvvpyQkbGTms8uzdOTnXA9uUyOsyCTm9TlOU+g1tR78zMnn5u/3CabQZgbDr7Zfrv2mVfgfHDxn/zjH5sb8f3IeDiZzMvX4//i5OHE8vYv/ZL5wcbryUEOnjytkQuiyLohcvW1H62TOva8WDO3uH96frXY/P/SXFC96c3PTX5P3f0vc4L/r/7r/2b+wvR1zjffvWM+Y/NH/+gfmhP4M3efmb86fevjjfAn75mhafOX36y3Y2V2/ey3+T0Zby3NS9e/9d/9xvkNpm8+uB+fi5q/9Jf/6uD/wMzHfF32hXnJf/bnG2dPz1PtYM4rhpM7kq8avGqy66iW1ogNsrZqQq25et1r4/nz1ed5hWB+puKl+UDr5zzRT6y3zA36/vf/4+/efXxurf/5+fCwecZ/5P/+x/PV8E/Pulm/wZ81LQdxwxfrmseHkzeZnKxBOjJ+Ppvlq8p+JHFOL1PvrMFcmPiw6Uzesbfv+HmrqX3kK//6L896vTw3d3zx5bljtA8huzKdi0Vv+TkGnnnTfFNy9pjYLoD9XMGzs6ZPj5+49ofcUbnJKxJba5/g7NiYd+cOfxhd3557+Jqv40LNfO3HPsvkyb8/BsN2TPhlaO3N88OubllhLZ6ZC9+PfeKTd//lXFR/dl69nK0xdc7Zb3Re6Xh+rj4//enPnbWwHn3eRtzbfHc9rZe89dni1e9zM56s5zW4ueh96+yHH3yUw3NzsftVX/3Ou3/v3/8PzjlHLdcHZs2fNZ3z1NnZM9ezptbTlzq+/t/5urtv+sbfNnPtbanP333xl3zpvAr4gbu//Fe+Z25v8Ivzi+BuH+Ace+1vOSHcPEXG6eTcsW59m8/2ovUhM9a3JltG7hXL2gCfPWZ8fvJlfH3VXXR7icyeMf7snOeeN3czV5+ZefzsyD3n/LP/513z8YhZ98F6Zs53Un9p1skr004LXRSYa+uE3/bVd9ZidPWrCeDR3duoL//mJp84fTbFxJH56Pl4z7N+eGy1xvjrRdfZ6ZeJVkGbV6yJ6knNBlHIeR8Xn/aIVoFkFXfZzOZ1oM5mxdUbvpjZ4kjMW315nIn0hHe/CPke+fjjLmQG5GDAI3Oh8sLE/+D8AvS5Kd9c2HjFxo35fLCwGvG9gOLevpoRpoPkvCQ8gg58+TiIusBhezAGRx5tGDJEFvnLakqb2t5wvi7pws9tuMVwEeNH5zxZ8vGXT3PnBAPFSfi5OcF4cv/cZz8/90G5fi/KpvSSMfKXd3OHt6Y9mZRfNnvcXPNpo8tFLexh7BOH99TJYfgLj931zYi5iJg6n5+75DqJwMjfk4oTqbngI+aZ5/krrVfc/CXrQs92cQJB1uwHf/AH5+uUP33mS51k7iXjZXHfsHBCNJfm0Br5fIBaPNmIX314VP54tcb7ls0L8+TvlYRnnhnczz1/94N//4fu/vM/92fnvfT3zr1dfs3d7/mO33P3O3/nt9+97YveOk/6vzS1+ymIeZXDMTEn9y9++9vmZmzPzQnRmrl3zYvnJmt/5s/8mbuv+XXvnHt9vPvuL/zF7777S3/pv7378Ec+ei6ivjAnQRezTobeEja38oqM28vWSp3WoaaeaiOrZhi1ZJ5gzkXFYMwhNOswn2n6zOcml4/f/fhP/OTdW+cHF/31+ZGPfGxeZv+Zwbq+rVIsOelbT7xcm2+y9o6LMf1iV0+1kZdf+B2v+ZzPZUx91tkFBfln5nj3pO4Pnrc8N692zdrLwz6A41tovQpBx8ecIXav1thocuKjNa/lbI/L0TeF3v72t59zAxlb+Vkf3EUNO/6jerQn5VDNuFy+MMfAecV75trafOjDH777h//oh+++93/4n+7e8Wu/YnD8rMjH57j/1ecVN/fFMa+t+xXjylce4RZHzKh6bn3Nm/l0/y8XwB/+0Efu/ubf+r67v/gXvnvu6P5z82rNO+9+9+/+3edO1ObIh85d4MBx13Dnq8/MRbBXaRzzX/XVX3X3nd/5nWfdfH3cOcuXPP67v/pXzu9k+dyW+Tmvss08RPAQjPaCOVILUt/J9b5OYw1V77bZdZozNuHqw2Zvv2jswwvzsp/z/cyP9XVHcM8jY3zOge977wfuf0DXH76O5WteYBe/WOaueuiqhezMx8wJW/J8XWDJqdzip+j7usfpDPnufQz3tu09HhaZ+I3Fu23Fe638+pPttaLc+0tS0Ujy+mQonj4dXn/b3MrThUVfjFfzN9nZ888+rBbj5Zns82OA9ydIehvUBvLBLQcYEsfGdCLmW47FP/hj18vecLLDbaRi4uzJ2iROrBY+Kmc2qLwf4k59Z3r9QNz1C7b+ovTS63ve857z4TsnsTaTz1S4rb+LqIMx9TlxOGmqF5HTe8Lw7R2xfbDPfUfk7ISa3UMeD+tMJs9aNg5WZP7I0D4JZOcCA91eAF5/kTrhuJHW9ddZc2ke1emzM55UrZtvFrH7FX5o0V+qT13vcdN7X/9t8wrCD81bI1/91b/u7o/8kT9692Vf9mXnG0PeKvqmb/rmu2/91h+5+6dzwzJ5uWmfnyEoR/GiZNWL03dg00d0ndjI67uNwN/8n//m3XvnA+r/yR//Y3e/9/f+h3d/+k//6buv+ZqvOSfon/mZn5m3lT5x6oDrZXonNj9L8Ju/9rfcfcP8xfrHv+s/PTX8g3/wD+bDof/j3d/7e3/vrLu14+MvVk9e5VO+fbbFGF37/tqb1UZezcnwMJKxS2bfwIIP2V+rXlX8/u///pnbbz21q+tnf/Znzlq3ljDgiQeD3N4J1zibZOz4bAz+5ax+1N6D1wWRC5UafxfSjhfYLqSvvTZ/OY8d4tsfCy7EfUAa9yRJ7iIn2+MwD3JDONzq0icrd/nCkEev1MhdTD7skZjIsei4dLNDdunpwiWD6xUsfXXDcox/eu5n9Nf+2l+7+12/63fdfdVXfdXB80cAKqa+fPjCjGCSbXl9vnst+MiPTPxw5OGr39/3fd93LtKsj8+I/ck/+SfP2C+9q883+Z6bm9O9MK84+vzNW+ai/su/8ivu/qPf9/vuvu3bf8e8dTPfspu3oX7kR/+v87m1H/iBHzgfRv8V88eAzxG94T62+PIu9861xnLaOmP2kXF5q1M9yao7Tq42DbHV1Nd5Fja9mA95Xevb/rMXYLpA8+UVzYXuS/O2Ax8frD7rdNbiku2cYCO8HPjBFPtczDCYfPV3fcQoDD5sUHWGld9RzoMxP029eD7b5rZ/i5P+SfgTXdg8LgEyk6cI/TMRJmMawk3Era9xLdvGYRnXh5U+uclr4Xbc7RM2nn8yebmqf2raobHx9scn5hWPX5i/AD5yfyKBx8fJ7jp4X3nQwxmDU2eLjtd3MmnTVgfMfQDAb4wfzDFOZiz//GeGJ+a8hDkn3rPpR+9k4KD4ru/6rkd/abL3g4/uSuubM+fCYd4qcLD5dsIf+2N/7NzuvAMPhg8Y/vx80E+t6DxJ3ddn3DzizWVynGw3tcLvxNd84ubFybwDQT367rr5Ld/yLXNX5/mcidcrpj7jnkz2/H3bt33bOWGrzX6Q74/NTel+eL7m7IlHrTgM8+Ok6iJAPn/qT/2puy+bV2t8A+7bv/3b58nibXc//CM/ej7M6C/Bv/E3/sbd/zlfHXUR6AmlNahedVaP2M0NPWp+yNUlD/ToAu6lF869XP7sf/Hn5ttSP3b3h//QH56Lm//s7vf//j9wft/mXf/8XfMX24fuPjgX2fCt2W/7xm+8+83zExBf8ZVfNb8E/Om77/me77n73u/93vObPOUpJyRue6hcyWCxaZ9tHb/2G1u6xtk1xqs/XXHPt4pGb43f9a53nftyvPOd7zyfHTD35rM9Fp54+dOZs/LF2UXWOX0+cql2cdWpIb76bhDoSb05YPe1X/u150Jh1wLbRWbHiHm0lxwbPgBuLa2jOmCoH+G1I5gHvmFXa9yayefrvu7rzrHIxz73ZO+Y/RN/4k+cP2DMh+Yi7K//9b9+ctGH29zEy5W9OPJD8lWDP9z+/J//83de7XNR5km09Wj+YEX6WnOpX43w89HPpvroyORqTtXG3xP2d3/3d9/96I/+6Hnl8Tu+4zvOj6T6dfL/7X+dc9C/+Pl5tWY+QzZP5F5Rled3fucfOHPlD5EPzFtOf+fv/J35sPD3zy0Nfvik6oL+5Pny9ZagHDS5qlsu+mw2lWuybVOt1diYzSZ686619+iN4ZPx1ZLR001SJy/yYttfH5vf8/IFFj8e+8b5w5VO80f0+WLOeXfjep6Ela/5LlZynOy8U3HfdzPaW/qX5kjMeyP+m8SL5G59UXk2Z2TqDDu/OP3rQU90YXMW4DHRK7YkjevjxlvWOA5SH2UfFzMdfT70JtJmKa82VnZ4k7llMPiz17cJjJO5MZJvRDkQvYRfDK8IRGKHg5cDi3IOMzuLTtemc6DlKxctIhcX5S9mdi7AfGjImNxNzrwq4SLHE7IfF6Tzl5gD5B/9o384m+76IJ+3CWDKx8nMRY+c4DiR8nXydkFm7GLAiU/unkyaL+PmTL9xdVcPnoyNutLlby70neTlIQdPKjMLZ/yZefXlehXtg+cVJW8jwOGnDrZOfJ+cbxP42Yuf/qmffjTX7uPhhM7e51LcN8YFlIsbJ9dv/uZvPr8T9Y559eZXz1dIf8fcPM4eePe733192HheFXMyVntvR7Um1WWdWi/95Hg1m0ekxsv/+kv9hXmF4Gd/9ufnguu/v/vxf/oT83mZb5pvinzD3Td/07fORcw3zXvrPi8xx9HsPz/34ZUbuf39eSvr7899cX5yvgElL+ROrtbHWDyxjVubcpGreZaHpi9XFN/9XU99enhR9fdkmhy2VwHdidi6u8ixVuztTXuw/bD3Cj9rm04dco0ax+VSPdVgLA5e3vaCJ0rrYF3tBT/U6APNYsJr7mA6prw9pC72Xl30dpC85MfHuQIvbnXIlQxmc1UeOLsukL58fvPIqzDV7T4/SEw5WNsPzA1D7U058FdLc4KLUR5iwleLY7kcmhP3ODIPXpWERc4X340O4TDotoxOXLKauGTZGsuVzHqYN3l5FcoPVHoVz6t6X//1Xz+/k/QN87mx33r38bn9weefn88TzbH+JV/y9uNnLn5k/vBw8eMmdu5cbf4mpYPnHOg4Oa9E3D8di2nt5CCunNRRrrtW8vbcrokNygeHh279k+HmU0Ow0cYyhiVWe6kxma99//yci83Tr/iy+S24icm/PPyxDZ/86AbPhUux4KeDh6qrvI/w/mHHZleuE/D4MYOHyuEM7sf6/MTHs83mXzd/6rNf+MLDGeJfIdpPzkH/tb/xKx5rWfEKfVw/p4ps8tiS5Wesj+Lhxen0LabN66VWBwr7NiSbFk8fhXeN7scW634TuCZ9ej4Y+PKLT9/93Xmy+Nt/+2/NlfK/mHskXK8oODE8/XQnritnWOKI75sH5xb2M55gR97Cyldfzp30O8DI9VGb0Vifbb7mqfpOLYPpuHVQF6cTmPtW9O0BfvLTPDGzvd6rvU56nmDEgsPGycdJWmx9sTQ6BO/CuA6S9OV5jOYhOU4X6TfG1SSOJz64XeDgb557WvimjbrKn4+bJboXR6+EsfWWh5t3kRn7PJQnAB8udHFmsrz9Jh+1Xp+veOrE/eIvfvtc3L1jdNeTgA/qfXheIXEhxdZbUvnJ1XzJgww1J3I8+3Lk6ehbV3PdPNOft87eNHtppseFqs/A+HorbBd2LjhdhLlfhydST2Yfmd/AuS683zev4nxs7or9vnkr6tecC4XeqnDy7wJMbsjcwm2My6Hcyrsx22pkqw+DXftYvTDC3Phw6NjS209+H8oPX/7QD/3QqYGsdZUj22jnW3yY5cdWvOLoIzFROWVPRmcvlZPY9l84uL3i7V3HigseeZh7JN/mwEURcqy4MGMP79XyJkdil3s5F4O//UVvja2jfK1lOtwfLj/1Uz914trralWbWmF1npCbvLR02anNfhSDzN4SR/zsm7vwYbNF+B6rhaya5MVfvuXY2DHKTp5d4Dr+xXEBZ997ZdIx+bZ5W+mFeavZH2iwfvqnf/pc1Hs13e9Byb9zmJrk4MsO8OdZ4oz5FU/MxmzFPLbsp8lR/XSIrLrY0pPpa+nMBcqPDllLMXE2fI01WOw1XwRhg6w5W+fwL521/jf/ra+5+4//4B+8+8Zv+K3zAWvn3/EbO89/L/lw9XC+T/EffM9pO59ywsshmXzIjGtkcgvjYN/7shGPDQonvn03Hnk4W65P90//2f9795vmVfrXSk/0ik2LVfCKM25RksUl3gSRVcgtBl0+4rCLts/G8ANgxmLzKb+wwssnXOOz+ccH2eieVGYL3n30Yx+fvx5+6vxl5CvffixO/sfGN1ImL98uKpYN4CRHTvbC/YaEexsXhubAcQLxJAf7+N3r+JVnB4ATATt4eJvOCWO21uRz/VXr6t5B4R4O7jLrt4H4uE+KbTjd8xeAk4Qc4DqZwRMLthOMl3OdLOhQtWZTfLrqZmMdxKulU7MnBTWz04fBTr8niU4o8nBSvuLbB/Prw/OE/9zcKl2tTmB+QJKvOVBzL6Wr8XOfm98eGi8XJD6T4p4QsDVx3zzfYnGR42u6Ppfkrx6veqhvCjqxnWCNXVh4e05tYslZXZH+bq0dvTrUzgeWmtQqX7n4EU5fcX1hPqwsb1SOfnTVW2ad5IR0IaRmuC7CvuiL/BX/pWfsyZgtfDEvmyu3ckomTjm3Dsb0xupMzhfRVUe+xsgY5VtfHhHMH/uxHztPyGQdM+TsxNFgwkHmzFjNdHKIjNmVi/Upj/Ii01oDfXteM1fsPKHny84awXWxAk9McytfxwRffRcXjl/rBYtPcwRX2+PyxMsvPcxyE4veWN/eg+3Y8coKuflwjMrVHFW3ueFrTC4vNcGHYc7gsHEBRx4+e2uBdq7G/MjEhsO/OPTqiOjZktW2jE4OdOTmEr7YGlyvnP2Tf/KPZw3eOse9ufFH3XWBYM7lAeOLZg74+nIHmbsPqxeur05/Yc7dMOnUipoPMrkgvJzr49WZzS1nA0ctbOViLD5q3srJmB19nK97aj0zjZwtDLb61tjb0B/84IfOlyJ84438OXM49ruOSeTUwbdY1VB+uz45ir9l/DbR2RvhyZHPJjZIDDq2O6/OWbfY7PM7ndfh4YkubCS4J6GC5NMEVXR2iqmgCsmWnCy5cX7VaJwNno2+SW6cX/EtRrh4epyNje6klM4H0WZwnkw++tGPHRsHxQtzYInhrzYfUr3oIU94LZw+W5jlJZZWLjCRA5pMnrc5qwsWvU18i0Vn48Bo08F0zxdYTmjkTl7G7BFcJwjfFILNDnbxzQcyN3tj8i/vcqtOOGQ4GYqXv1xgu1CB6wlCTPk3d/DFqfFB5GxdiMwp6PBnn5XnNddsvL20384Qy187fQi0WuQDF5fcFQAAQABJREFU391N9Tup6svJD2p6tab5I3diKSfj5lN/NzHE3XORnxzp2nPG7M6dUs+F6cMrFS7EBvrMk1cI1XnVfcl8SFwO/J+fCyI6fbFaz/5ylZ+Y1qM14YvKPXkYcOy55j/b7KyXhqoPlj6fdOzJYSFjc2QPyNN88JGPVj5k9duHxq0VDFj5wC5OMeShnnzY0iHcXilX+wtm68eWbzng+avt7K3B8ASL4KiRzyZ+KBxxm6/qTsaGv1xwci2ZvWlML5YmX0/usIoNh518zR2SXznIv1pw8ghGeZi3MMVBdOLu9ckXJ0fib1v+5cOmMTv94qoRvry9HXdwBu+FWbZBnDqcN18+n4GjY9vcX7GvfeMvOJ+bfHG+7fnUHD9qFoePPJB5PPhTk1yTwyGXgz58vmyQmPT5s2keydmrh4wfEj/dEcxD82jcF1JchEXmX4xz754R+gP7J37yJ+6+Ze7b82ve8WXnvOFuy8/McXQ3f2x76w2VJy63xuLvcXIyrVzDaD7UQ8+fTDOWW+t2As8DOYJVHxcLDgxEphmXx1G8Tg9PdGHzuNglp+j6eJNpAnaxTU5F41FF49mlw7dtYzLxtPSe1Ornb7ybD0254kXyc5+RL8xFjJc6fbPIKwADeTamjSYfrxawne4Z78WxtdggvIWUl/GWZcdWTuYIVccZ3I/1m0t9tmEby5EfchfKsB1QiM6T5YR5RZwOLlh89jrJiZ9a8cYHcB5eGf+KzQ7OK+Z4ZFf866TpCQ2m3MypvhNa9cPPn9/8P7qrb3zN7zUfVzZexSAng8M28koM6gA19moVEhuxl/c1D1PrG64TWrWQyzu74zQPl/2VTzmHFydnx1dfTBwd3ayX6xYfsp1MJg+aaw6vOtTy8GSwffXZuFDFxXFC1m8ty7FaoNMb4zDCbIxnx79+8eizzd942/IxTsZOTk6I1oL93n/mJVy+4eLR7rNtzcLOf9fKlzyuLyc+9qCcmgu61kef/NaPPYJRfLZqQXDz1a/+nROM7NhqxmyaE2P50cHAi30CzQNZ81auOwd68mqCicijsOnS49vm1idd9mHhydho1a+/c6yW9gK9PNmzw8NiMyfqE8b5FzWHbjDowuCyvb/IOLXAmWN9vg0IDz7Cy8VeRLDSi1vseHmE4xizNvzZVBe7+sWBrx+GWI9bj0lxzt3X/MFEsDw/2RNeVXzffIPSh4h91mhCzb18rotbtlf+1vehzuTFhnebI5uonHe+zQHf9OzD0s++OMYRO0Sn3dqWz/bJ90n5E13Y7EXZiUqiIiTZhLBBZFoTlC+Z/t4gx2EekqUn337GbMLGjcvRGD2Os4PVpj79+avfBvJJfJ9jsKF8PXj+hD95G1+xLky+GlLXbuyq9fJ5qP84rIedX335ofKsbvxqcvDk3F8exjYf2XV1XG3FvzDlqZ4rd1iouPr+IjWuNvNp7GAufifgnV/1hldc43QPFxjXX7iww2/+8oPtcye+qjwZnhzo5ICTXXj66ujkPLYOqFm38wHr0XTBpyY3U/SLyOd8eX9ipD/nhIHyYfHrHkrX3IhXbgN1yLi5aA4omrNqIGOHzBk932sthJTr7JWR55M9H2WeE/vYPcRRv3Uc7Jmfk8fMFYzi82leyzNeHPg7lvEmdnJFj/Phm15ubFBx4q2x3Nhp9lL7aV/shMd328JWEw6HHu61/tcc8K2xY5OPvMhq2YmRrrkjgx3lU06N88uuMX20batn67edvhj0zQOZfjUb04eVfteRvjh4fXVVR7G2niw57D0uplz4wMLZyLE+P332eHJ2CC/fI7iXbf0jOX/H9ZznxnFeiTlsMO/PKXy9nvNoyqd//s3xOTcnfGZ8wpWvJlfH4iY2NfIuWrJRAworufGeU3L4YcX5k2vNY/PTfPaV6uRsHSPozc/OT0V4bpoPEf+m3/Rvzx9a823AubByvxvfGuPjD7zOd+IWS+yeu8gRzgdV2xnMQznjdOnxcpOzfji4eNkaozDSNb61z+84vcaHJ7qwkVCtxPGKLifj7HDjiquIfNJv+y17HFaya0EfriaNtQk+HwJ+eLIoL5zeNhVDThbJk7mXln3j4P3vff9539mVuYsEm6LmRGnzTDn37Trxw0Ly0na/XKvvKO8f0uWTDX7qGDs5ht8c4lPBsaG7Lmqu2GGdOu/zKc5Uf/J3W/6X58m9OPmoDzUv5cDuinm90sG+dsW/1ptvWPWN4TgBmFM4ThxeqaHztok1gIPwq53R9M9qHd3W68Mtr/yOjSf8+Qf/fJsIv8eVR5QMBtvTvGLibqyP8rhq33EO7ujFZ5fviT1jRIbY6DtJbTu6fGHzKmY63NqiY3OfU/n6YLV6igFf3ytMbMRMB6P4nYyNxUynz68Tf/kdg8c8PC7fjRW2HOCWd3kWjz6/wrBJln3+5OVGp93mYlzt/KLswzAX9h+bfIzD3Pb60e6TGbcWYcFD+M7BeOt2DPLyPs7zkD6/OLk+jvTRHm9fuuZaf9P2DTcZu3DSNabL7tV4PmKbo2j3zc/GZGOM4Oo3L9vufID2fu2OrbP7/Tw4z3Tuhl88eHse4CXDi5fcGPHZF9Pbh579rqMY5RtuNnwQeLLiXNLrkdwrup+b8+R73vOe80q3b3lOMnPXcXfFb4+Zq4f1LxaU8iLbMZrPK9LDGm+bdHhyfhtLjo4Z9DjMo1i65gN/vemJLmwkUUElVZIlaNwE3MqSx8NonD1OZsJQdrf9PYnsz4TPpPuchJvvlRv5K7AmxzBt9jfMAfD8fFDvg/NhTU8GNu95L31wbJbrgua6KpaDWFfO10Y6eax42+ayuxa8Pr345Z+crD5ubMOwQ2q4ZJev3PLBEa6pq378+hkINl49uHLnI1ZN/Y97YqOXRznz23OqX55hFrcnCjnBaZwdv/Dx6vSkvuPVZ5Pvq/WPfubn5HX/cnXryCe/ciymF28iuuzKsdzT4fl24uSfLP843e4b9xMH5OnqWw9YKFk5l1MrmS999uWZjjzZMbp5SBf2jfr43spux2LB0VCY9pX5M0+edNg1n9llaywHtPH0NbR9k/MJA9/tFid8NijcxtuX3njPS/Z0qDFeS24dUcdAODCzLW417PjZ7ZzTJyv+3i97H6YvTv6NT4L3Dzsnejhbxix/8jDq45vSx/PHw965qskYdVwVb2PQixXGjEbS+fHCtk/sPce/Vo7hwdiUHGdbk0d7mE7M5l4M/cbFgMsWVRNdvjDpz09HnM/UPVxgs+PjomYczoXN+97/vvnm2Bc/mhO4Fx5u1PjhQolei8TbjbxxNo/jbMKJk6lFQ9VDH+b200fpwjnC1+HhiS5sSkIRt4mX/E6YTT6P6+cTVnWRR/WLSb5l2cXp+imHYpMVX//cslpu43Tks3k+Ox8Sfc9733O+SfSweX3I1wnp8idHfmjQPvHyHyof/WrZnByRbWqcfz5syJJvnxGf2JfOAXyqOBvKHJE7yDoZ5Atb+Mvv6heHn+YgUiMb/uVjrE+vGWv6iC4M/Sg/J3V9X83EvUpD5uJRHCebCM6FZ24fDiT6sHENVi3/h1evuN/vo0lp+2aLiwcjzKfnL6Be5aGnq+7G5jfaeRQjuzh/NZZrsRrDyzfOV7953XN9dPPQSbo5y8YaFiMcPBK3mHw30ZVD/Fa/bdKRoc3rtx/LKZ59a2C8deVIro/Sw86PzDh+DOchvXG5ZMc2/L2+ycLYnM+m4sVhF+fWTgx2xWqt2G2//MPEb23Iqm3bb1t9McI23vowD/g8bJz62YiVb7z4jfHdL+7G54Pi9dnmW/82h42XDf8th9s8l09vK4VH7rjpnLTl8PLXhxdO69WcZtsYTvb6ux626evjyH5zDr/iPqwD+5oPCs/g/CDmz/7Mz96982u+5u6tc+704eKX5gafxcOjHV+/PPXlyTbOp1j6bDX6TWQIRvbxdMaoudBPxm/HT87m9aKHZ5JfJmLJ4Lv1RNhkVEScbZNVn25jlEqTZExv8XFEl18n8OQndovxCBvGw4F5bEfncxV+R+WcyOYGaR+frzn//M/9i3Nh8/n5HR+/6zPPubNAnnRciV4va/L3+yWonKr5COdBjtW67dI/ju95UN/DRdQrX/abjAbbyc6JGdK1Wa4P0bUm1wHTB2uvPB9OyvJ/wxsu2z3X4iIyJwSkNv5k5kqLssc1dsmumNcc8SX3dh882L5lZuxbMvrqbR7Z2k9XTHnCudZRvRdd+6L81H+9TXh/wPrA9PzzNUo3uOMmxvWNg3mPevCrRRz7wbeU7JUX7k8W5SMX1EXYlvNVa3PEDq7xtms+6BEbes0rNs0fXXi3MmOt+WTLHxbZ7asgbKPbPp8tyw4PH4cvH7Y1NuWonxxnH7ExJtd3IYvEbr2bW3LxEHvEl4xvNbIP7zaHfMjRtquP1y83mNUqTjnd4uSLV6c+Kk8+4SaDiYrLhgwPU/+2VX84MLKhyz95uYSpjuzZVCNfe2Xr6BHfPQf6Ow8Y2dDpi9OFO1uysMqTn9bc0tevDn67sSlHHIVfjPDT4+Ig5xcximPPaWz4s9t47MjoyGvswzjA80BWrDC2Tr9a9Nmyaw7okvktt2ef6x5j1nWO6TmMnrnPZbI9ef/S3LDw3e/+ubkNgDu1y3XaPc4wET08ovIrVvFwJJf6xvJDzYF++mRszOEmutbfnjBG4t7yZHDDTnaMX+PDE13Y7ARKqsRbXDbZ1e8ktuX8moCw6Cv4cZsgu2oPz7iDzJqZTx+q0j8L30Rb+DPZ8/LeXMy80dee55syfun2vfNjY+/7wAfn673PzxPt2+YJ0Nc55XMtjjX3O0Ry2AeHPMnkYvMba/IpXzot2+zlrd84mzZHm4WeLEy5yO36OrCBE4b4vm7oYk18B/jDieKqRZ7m6jq4oexcq4tc3/qIjcqp+jrQjRHbbb9rzjZMuv5i8mSnT4a2n7Ea9gXapRfLwe4Jo/y8hXb1z6/Bz3zI/YW5gdWcUq7chp+74c0vyb9kPfy7Pzkf3Flrc6ivrurRVwO5eUivnuTVrxb21o4MNYfk+nzUzf+s68gRXB7eU7dv/cK6C7FxumThwRk7f8mFzVdfDLjGyZI3Fqt89ZE8qkd+cBAf45Pn/R7kG36Y9OJoZNUKI9xySxdOsYqXP32Y2bKJ2EXZFZ98y4zDrU+/c0m+424Z//atOWHHXysXmOSo+LfzyZYObX/ycOiadzZoz0HnBjpYYRYTb834adYhW/1bokMw+YrvAqixGMVjR1++5sVYnPYCG/psjMVgU/907uXsYKRjRyYmzpceJ0Nhx/PFi7Nz5qv25i+s8PFyyC+dGjuui9883uZFLz78covfxjR+ce6pdezHz/213vysP8au2wr4w8/57vl5nvI50I/Pfcq+eF79Pufxma5ilCeulduWmxfjamtM1nyR0ZPle3K8P8azo4useRhsUfuguWqO+G/f3Q/vSfkTXdiUcBO5g5dsRdA1ORVIpoja7TjcMIrHDjWh+mGw2famdCKc5y8PZ9LuF4B8BPNkNwfF8NHezfP/+aVlv+btF5f92rUN5YLmekK9No6LBRcSYqknKmdvf5087jdyue88Ty7jSFfbMvVpNiS5jQAzW7qNa7MP2sgc5A/zSs7/0ncSZWOuHtZlBI/w2Wv7gG+zpuuAl0OycqOTX3OjH+2c29xOEjCcOD15s6/xozO+YjnISIuLi/XwBE431Zw5UwN/uZjLl2eR5++2Izv3K2I5r8Rd83T7CoAn6FfGb3/JoPXQR/JrXtS09fryyO52TKc1P/hZyeHnc2LDz7clhkcwvJV6oV7xm2u6TRt7y4tHtn31YfQhb/5kmnmks17GO/fi8KOL9IvFBkZ7ii7bveeypzOvZ/2mXn0YUdjVnF95ZXsrN+Yjj42ZnF99XIs2ZvKw6OSUTZxvOn025V4c8vDobokOxra/jbXjVVd+xQzDuHVIln8+6iLb8nTyK37+8OhR/Azux2RauNsu3Y6Vb/xWVww8Xbbp5Ig2vr2WDN82ckumHzZ8beM0Znc7F9nFYbJnx744ODn+qU99Zr5Q4TfH5g/YubB5eb696hw3npf9PB89Pzf0/MhHPnruSv3l7/i1oxv/eU4aiJObOJvK8VYmD7mJW/3ZlA/99jdGePUaZwOLzt5D1aZfjDBuZTBeL3qiC5uSl0QFxTuY6BSg2eyIjca/go3R44pOF86ekCYuzHRhT+T5Nws3T+6TwiTj/7Uo58/h++5z81XuF+aCQPwvzNtOH5s7Dp/7BsyTpa9E22Cw+xyNXK9Y14I3Fzu+k3D1lB9ebslg5a+fDSwtjLDZkLGL6l83dHs4IK+3ZC6r69WmawPDypZvMfQb75enexLK7vaEUG7lIWJY9TfPHtfCbY+wjaoV3jVPaa76x30wbuNdTxjlAEOc8ju/H3Ne1bruo0OnpvatcWuCI7JasjKBn6++OlzYNIdd5BiLQ19dsIxhIzbFNnaR7A7W+bBz0zFr8qi+OYHATcYP0csr7OrPD4erpZNXuVWvcXhxuNWXHQy2xuFkH74xvXH7SJ9M3c2jnIyzCzc5HBRufpf04ZFe41fcZPjOtTrFNZd0cF+xHve5i7DnnE0tfHhkiAzB1HY/Gc6nvLZvuuYhDDb18ys+nr36d8wzmIdw8zEOZ+OSFYscnvXPFi9W2NmTa8bJisMPNU5/K09fDGO2O66c0pdDPNvs8ZqLcH3rmT/75gwGfVQu5WqM2NSHk0/ydDjfKLtit/eOfsKez4HO85O9iF48H4l46nxj9xfe8wt3v+U3/5a50aR3EORwzUkxYSK+4iYv5h7rJ+eTff2dc7hk9bMLg38YxWGDyG8pv1v5k46f6MKmxCSzmyTSlVDF2Si9t05nnC5bEwXPZNW/tbm13eNin8mWm8W8n8QZWvlj/tR8xfn8Hs+8+uI+AB0UX5g7uLqF/ac//ZmTGzyNXj6Nr8WUYxc9lw46m7NIYt37k6Ew+B+bI73kyYqx55Xf7RPXvesjdpX2sB4T/FG+YTHW9wqFi7ZikpdjsvKgI0Nk8thPJBs7n82P4zyoAV3xL7xkRzEPTi70/JursLIhZ4PLC29f5Zevk1Yn4E4MfBHbqL245WHxE8d47wP9TeWNi9mclWvxy5feRU/rqvZyCkuG7BvvePrs828u2KNyrg6yjaOfDW6M2JdHOeWHZydutjj5LU62eJitTbZ0ZFpzmg0fcdKFIc8wi92YbhN97VbORx4obLy10mezqTjti62D1Zzl+zj/fNSbHq9VL7tksMWEqyF29LhGDnPXRNYckmuNH1dD+MWAXyycP514SD9Z43yN8y9PvPlNl/22SYeXNzz1VSu/atBnmx/bLUsehwE3u/beEczDnuuNQ1/8sHBt59mcZANDQ9kbbx97xy0a8sHPT62o+bwq/fCHrc8k/sIv/ML5/NDb3uaziQ/3FxOj2opXfPJde3WyQ9npl2f1lm86HGVH3/h07h/CTJ+uOh/nk82T8ie6sKmQEmssCZOAKmLrmux07NJXfL7kZOkbZydOunzCfbRZxv/8HPsrz03z8v7gzj9/vZ8Pss74mflQsNvmu9OwTbM3gBOBWDb/zqlc4qeeahruajtd8wKXLKpfLY3pd83Zk6XD4TYXj+oeeScvNlExcLZh0Yurvg7wcLMzziaccOPk2bBHxlpjBy/M8PTT559PuDj7rU/GFibSZxOmsXlw8Gr5w1Jnfsblk/8BvH/Y+dAjMmTMF2UHt70irgsvYxcy7G+bfLXmvhg4Od4ehG1cLPLqlUe+Ox+ydOkbNy/syWr571hkxrVyaC745nc69w/k2W7fjU1fLXIKJzlbF4zoFuM252z4soWn3zzjyHznS492HHrj5lc/u2riQ1/OuDqKR48a84vItHDxTXTRjkdWXvlurGxx+ldrcLaNMQqr3JJVJzm/fI/T/QNZfuEkM44e15en+SvfbUNWPP1bktutnH+y/Ml2S95eMNZa8zCSNy4+OUrfeNec7NYmOUykdnvcW/LykYPmBy6ff/76RmmfyfNH9Xvf897zdtSv/JXuQiyPh/k9gPNAXi7NH50+oj8x7tftCOehnIx3f49v5bDIrlxYXnHIyoFMjdlle4vF7rXQE13YmIiKuE2oAuhLGm/ykm8MBcAJqwVg2wKwT4+Hkz4ZXjsTMxcts3yn28N5FWfet/Sr0TaMX4P2+08f/vBHHn2Cnm2Y+uLF9ekQXs1j9MrYx+KysVF7Is0v/Goxru35IWvMt1zyDw+Psmm8bW9lsJvzDvBto79r3n062I8j8sfp8k9vXFz92wa7daaLwvZEEtE7QWQPF6kRFZPeerDNho4/2+y2z86LX/Zs4IVjXE582NGRibmxW1cyGOxR+eaf/CjvH3Z8Ijb8yj+85Dsue+Ns08VfLV74/PURH8Rn98mM5ZG8+unKj45veRaDvHnUr5VbnBzdcnqy1kW8jd2YjT6qpnxv+Y7Bxz5goxnT66Ns9R+Hc2vHvpaOL1JD2HSaXPHkeLRxynHXnr/51Udh6YfFR19t9NkYJ2Mfsc1m+yVnx28TnVZ++bNJx6c+fUSG8tm6LcufbThkew7DMl+39uFuTFgoXbhk9cNks9utn7GYLmr6bJsLADLkuNHedC/zBZaPz7ej3v/+99/9+l//zqnD/ntY/53TAZgHsvLBG1fr1vFpHNaW1d+6+hubXZQ8uy2v/3rxJ7qwqeDNW4CddHo68rj+tmtibTKUnn+yTk5k9G1I/a2jh3fFmqvg0ZfHWvYJMoE8qb302bvnnnnL+WzN+973vvk5hU8cfAe8z9eIk385l1/jk/R93l6l4evgKHd2O9/q3bjFIUsOtxhqDCOb6nYA6Gt02XWAwtgx2Vzz88q/kNjRwYEJh115wPMXAzuvPpRHuWdHrzXefPdh5wvLgbspDDp22zc7Onk1F3zIYO9XSMg0a5PPtcbXKx7wdzz9PX98EDt5pksuntba07OVFzm7xuHki2ti1tgk5w+PLlkYMOmRvIwRO3Jjvo3xYtDLF21sfX41Ps1bOnXp3/q+Wq7FL5fy2PnWh62x0aLdJ2t8m8ce64eDy2+P6bWdl32Dsi2v7b9l5PI1R3wdO8XFI3bJy6ExvOKRGWeDo2Lqp9NH4qfHtXAui8c/qhux1aLk9lS1yY8NXq7s5bJ99cmyKZ9b7Hxuawkz/8bs89kx6Bvrb4K99/i2k5cYSL3pyLTmkJ5OQzA3lT97lF39cMIw5mMcF0+eZPvce95On690u0O7n1CQpxv1vWl+rPmTv/TJuafNh+ZbkXMvsDdfe+4kMA+PchTnPq9HstGXa/WXC3929HTlR5+OLDkesQknPV3y5qH6w9k8rNfKX/lM8stAq2guFYGb+CatIpu8Dr69ifjQZ2uMHjcmQ+GXQxNVnHGWFJRjW37XFoZwLYB8XOX6sLD3K9/1rn8+r9h8/tEGg8sm/+J2kr/8r8UXuyYC4scGVbM+uVa+6urgE6M4O75+Puy17MoxbLjNFVlj/hHf4pOlk2dPkPTZsIdZPcXH+eJs6xcnnn7XSaYhcTUEY7dkOHt2Ozfy5iK/8naSUI9xfwk1Ln4+OCqnMMjDJ2sOjvH9Ax824vXExlbLn14//PyNybeu2OHmEx7fZPwQLkZytvpa+Mfw3pYsG33zemvbXodLj/MxB8UKG+efzc6Vb/vqNu72kx8/RB7xR+11Yy0suo0jj2qrJjb6aGMXj27buohPd5zWA/mOTaVuDdHVjmA9lAPR7mevruaQDTk7MjyfnUPzkb152nbW0fyj/Oi3XfbH6P6h+uEjuZCZG5Q+Xg3NBTlZccir5wDMg7havvk05ksmh50jfXiO7R2TfWPcGG2fZPSoPHCyxnzQtt8ydnIj63gpTrkbs8Ph4Ci7dEd4L8+GDs6n5q74fsndRyjU+5nPfmbuZ/Pu+ZbU83fPzjepnv/8Z0/ecilXt4rQ77YRnuvCFas6t0w/f7ERvnNkY5x/unDwGhut8bbdc3ECvU4PT3RhU/IleFs4uYYUhPhsmbGimsDsbm2LRc4mjHyN842zHeH1BpQJNr7nZzRfmZOV3wLykt4Ls9g+NOzeAFe8h1zbmBfEtVhk7MqtPrknNfQ4PxuuHPnIPa4ePh281Rk2vw4aOnYa8ldiuPnBy/cYzQOdVkzybLKndwJMziZM+XWCVGcx2ernc8vzj99ikuevn/+251OO+myM+eFss6cj1zZecvWpoznkbw7Vx15txWo9+CJ+7Ha+5Olh82GDyuMM5mHj5VNebHYt1QQDsds1GicjF/M2N/pqOSD3D2Hj8Nkg+ZsL410HuUYuRv58igGHDV1yOnJYdF5qJ0PFbFwu+bPRp98ycrLtb5ydWPqITRhHcP9AL6/80pGx3y0MOmRcLNx8iNkFLdnOrfg4ynfLi0ef3bbVL07+YpCh/aFTe7T4RzkP5VQNYujLG6Wvb5yMXWtP1phtOWS/awpbjvTVFa5xrbjlnX0+OF2YxZMLXWMchRs/wns5HznBa7/yI8teHHbh7hro2CVjU95xNtklk0P5hdu4PNi0fuLDUBKZDwjbY8+679p9vt5lcMHz9re//eRA3pzI7zzBy+9eDr98xCwPcmSstvju0xtHtzaPw0oWjtgaOQqvcdivlT/RhU1J4i2+vlbS+LbLNlkF41vX5roW9FokWFETwKeWDg/fFSqCN8LTN5VzuLqtzZXnXN7M3rn7/Nykr9v7Pz99c86vGsIUO5m6D/ZglgeZu8f6Sq4raqQOtO+2C+O2jmM0D+SvpoNffDER22IkCz+c7I7DvY8+e7Ya7PwdRPpwtWyKxTZsdvmxJdeSpS9GJ0jjfQDLZ9dnvGM4oD3hku21KWb4xeWPuuiDLTZeg8WvfMvVmE1jONu2MY7S6avJ2oslt04e4pQ3bD61MMq9uI3p9f9V/MTQ2IsfGYuH18KN05cjWfb191zlE2+++GxZGHw7JrbNMb5/2LnLMRwcPtoXnTCrJUy8/avPBoVX3zh9unhy+eiT1w7YDV6yHSusHU8/7Ooxbu74bDm84oezebZkrbk+n3j4bIuDk2vtT/3iHeebB/rmAG9uwtm6sOCRtw+z3XmXJ7v0G6u86RzLt0TOxoUdvbzUpIlvLxQP7u7vcbHLJ5zyKid6uHDUpV8cYy1bPIIPM31yvBjlFi8nPwDs9h1q9Bkbcu80qNfz1i/Obxu+4x1fdnDKpxyMER/26cuj3MUsX32Njl/+p7Me6NoH+VYL32Kwq9HzwaszDD6vFz3RhU2JSUKCt02CO8kKUGg+2yb/dMb1N2+SX01/nOYhPCgviylHC2SC9eefofu5eKnuc5/+1N2n5ufgXXw4+V737XvlE0nY5bDHLRrZ8/ebxxxVN3kHms2VvTy3TfL4ozrkfN/Y18jYyjmZOd6Y8jDXWyYfFCY9nGxaX2N45cOnOrIhQ2xQGI3J9MvViQYVU5+PtuOQo+2bHhb/eHb0iDySr7GWvxyak2R4fsmKkb8cN04xtu+uK7z8H+cLo3i39uFvG7Z7nI3cOpGob+cUPtvbXBqX986xfIpR7HCSZ7d96eQUrrG+C5PWOl6ujo0oWVxN7W2ycGEg42jrk7MrP3b12TYOi0zrIoqtBkuz9+2r/LJvzHYTfdjk9cnLA65+OuONS54e11A2ctpj/Wzw5m7L9c15duVjrJVDPumNi5ssjDg5f3E1FB5ddNvf47Dw8JIZb9uNrW8+cA3t+eMHRyu3YrDdfeMdhw4mvteqMZm9al5hb6zGMFG4eC15eLiLmJdfVs/1/GLHu6s6H9/k/dCHPnyey/hWu73buDjG8DonGtORRfrZ19/67LMRrz479RuTy4GsnIqBJ8e1ZKfzOjw80YWNRCWjiPoVbFyhyUoeJ6tVTJNBzj8izzcsOv14OTTO/vBjNTFN3vTPF6SG8y7Wm2bzuaCxQcT2gWEp2Jx+jsABwlbT18REHTxxMbytNUmfTQ2vk3Wbutz5l2s1sCdDxTQOB0d7XrYPHb9wN0ZyNmGWExnM6oKp8UkWJh9yNZNF6Rs/jpc/jGpo7nasagqfzjyydVDyL8ee8NiyQ/np73zpNfotL5d0/DZtXL5atTTGs+vEYdw8ZQ/3cXGSwcnmdO4fwi/G1sFWj1Yt4kbl2BiHE1Yx4RQnG3jZpk9XTflnVzzjW13zQZc/PP0uFsLfNvw0NsUJPxy5hpWsXI7i/oFfFEZj9uGHF0Z+tz58k8XDS9c4TPlp7DX96t858GucT7LkuLUPz7g4+mjrjemzL4dypwsz3Y6df9jZkCfDHydng+jEwRvj5U1+mx/MWtiN2TZ/+p13yeybHS9c8fRReeiHqU+vNSfJ2sfk5rZ8whE3HDL98uOL0tcvFrz8+fpqt/aG+RAxX28rPfXU9YqU561fnI9Q+OP2fqnH9po7+MUqz+ZXTLrkxtWgLxf+9OVPTtZYH+W37WFnl56t2jT6cstv58b2tdATXdgIWFFxExElk6h+jU3FkqVv8lrYbIrDtsnBo/yy37pjw/Y+rxdtkGm8iS+fa9E++YlP3v3S3L/mWozJcUox+WN17KqtePJJtnN2AXVquq/7ujiyKa+52XXIrzmgl4+Y1YBv7Gz5iaHR41euNFddbaqrxocn4uLjEf/s8PrZhGWsVQu/SF+j59+GpQ9Pn56dfPXZwcs+f7ZRsuIaa7vmZPHqwBF8rZzJ+Tv5wc2PbT70mjGb7Iyzx1Fcn484+WRPV5++Pjkqt+LAZIPIwk1GHkb7DAY/togfCot9NmT04eHG9OUSPgz9bDcemXgbb+th5RcufTa7v+PkQxbJT63lyKYGJ3w2xgiXHzv97HFUfsbw2Wjk7U92MHazd9ih4ua/+Y7LtrH+zkc/v+KzrRUjH/4RWfLww4AZBns1NR90nkDp9TtOyqNvQBrXYBSjPh7RIfF7cuaLtq5xsjBbj+Nw/5A/PPpda2O5F8/6I3ZqpUNwxCkmHdtix9nlyy97scqlGMUnT0e25zU5HLpbqh5yfW3TfBT00Nl/cph6YMF1z7X3f+D95y2p555783mV5Px45tjA2fMy6I/w+aaTEzztcbmQb9r29enLG5erGFq45NmwTwejtSV/PeiJLmwkokmywvSbHIltmwpTSLrTmYcw6HbR9MbJ8CbiVhfuXoDT5z95TmJc7mkW7/Qm93nf0m3r3ZTvl+ZXvX1tjqn3M9/4xjlZ311PvOFbLHU1LreQOXtrS+wOpv2S4M6/XDdW2OngphcbickOZ0df/xjcP9BtnHTZ4nzPwTLY8u1gJbPR6MnZllsn9I0TNj/ysMUv1+pgWx9n2zcsxM8fj/Rh50dOJketvMmqO85Wn64asg+Hvv7mYaSnK49yh4uKgdM1Lqfs8Pq3do3DCwO3DnscbjJ6TY3mpDj0GspHnx15PtnhakTlqV9urSfOtzjG2+4MHuMHJ79scDjWhb48d3zHUTmSlz+fcs4eD4dda1a8cOjY3u4Hdun0q12/uYGBth1d2Plkh5dXfWMNhmZe+MFJbhyxyRdPl9wYRnnwY4eKzYY90idnE26xtz0dXESuNd4yuFo6WOWUXbnuuHSIjJ5PYzyfvU7ljNOLRR8uGXK+yhauZsyeTfbFzJYvm8Y4Ys+WbzGMq7ljrzGdxi+ClS95OeD86fngZOe37ObVmhD8gY7oPj/vNnzilz4xdT4/Xwl/9lzY9Acbm2Kxfeklx8orj4fisEPsNi+H5OwRuX7zkD8ZW8erPMxDNuTsyPA9Bwfvfo+dAK/x4YkubIpZsY13oekkXMtuj/XbBPT8ao3Z1MeN2Wyc9I98x2Uin39jOpN4nazHaRZEThPraU+KX7j76Ec/fvfJT3xq8hj5+dExb0W9eD4vcw4M4EPqk6vbXJ84w23+GVw5yWtk7ORm4WxUnB95OPXhoOq5HdNVfz5hhwl/+zXOL51xrXgw6heLDEa0fZJtHj6/YvLPD89my/TZmUP6nUs+amZjHnsS6wS3c8yuOZJfdeHFKL6XblubaqGL5LKxxNJghbvt+TXmxyb7dOnxctKvFTt7fOcgJ1T86g8vnOKzy5aMfs/DxmJnPs5+HgXbcLLDtzzs5Mb12TXGNdjWLtz0+SSvLnr9sPBbYkO+bfT33MNF8eJmVww24ehvIm9/bxv98tbXouIY67eHwyGrZXOLQR6mOFo2O+/+gNoxd5z86Pk3P9tGrOTs0rEPF7eOPXm2X9Lz5yde+ZV/2Mb0KD/jZMm3jo8GOwpHDlp6fbHgkaG4PlyNbPP65Fr157Pzg7/r44tuZeTlY/2Nq6GciscXdZ5je+LMH9p+5NKUnY86TP/lkX3hC379+813n5ofbPbjmW//4i+5nr/mu1AvvzyvKM6/60ecr/MRf78nVbxqLG68WnBt111OXjVCYeV7hORLxwbxfbCH3XME7djc12/0WumJL2xKUAL18b14JqSJoav4JqpCLaS+xqY+n70JtnzHTR4/Opc08yngl1+aD3G5qJkfPjSR8+D/5Ex3N6/WfGpuTf2++br3x2ajvDBfR73/ZWav1zhA72uSlzw9IW5yIWM7yhXwi2Oj34FWbfw1tdfki9iT4bt+OjbJ6LUonG2XPi4PZLztycpHjvrWjo26r/dsH/46yZ4NW8RWf9fKtwNZ7mcOx46sevnq85dXc+SVG2M+5c+23PnUzy7f5GGzFdMJOGIjX3HE2LZ0Wjk2V8bVyL6cq7k5YPe4vIuBw4+HewTzAIcsXLZkSHwNFZ8tIm8OOvbyLYYxm+y3jydEmHzFRq3ZGcxDsY1hNXe9imKcL7244pHxLR/99lh2bPXZywMmP5jZ07WO7PccwDt/fAwG4gev2PZxuOXNB/bG4cuvvHC+7GrlyjZiBwfpx/k0J/RhqE+/XPLZNo/DEzs8MYzh5I9Xc/rmgp05zKcc2Rc3Hzg1+tuaw4BXTWRh3q5TtbCpsSXf4y2rFnp21oHMuuEIT68vF+N42MbNNRmMCDbf/PMl33NHrpEja7hj6zeX7ZnGxcJhlhcscyg2Kjc2YRTnxflDfAzm4mZegZpf/H52Lmb81uGnPvu5u7e87YvuPvrxT8zbUR+++/J3fMVgwpvj7A1T57yH9aY3qleN15yJ27es5BiVV/mQV2+y5sf4qfF947TmiYwepv4XZs2aFxwdv+mfV6CGqz//jvtj+Do8PKzyLwOsCZdodLv45BVEFyXb+gomC3NzPjCuRbkOEHoyvAXI//K9NqwLQRcnT9uUM78y1pW6jfLRj37s/JTCp+ebUQ5Kseh80hiu1uTD35uh2PTlEL9yeFhM8vKl065YD9xCw0/O/rb2/ORCh8RnGyev3eZBHkbceupna1xN8umJIFm1iM1nP7E0P2opP7Kw5cmfbs+HsQuO/NiUUzHYwyoGGxQ/g/Ww5TDKB85tHmzpa2KUH05eDeGEGd82pZFPNsU1lxoi0xAM/fzkpd+Yfscvb1jWwVpZPxjm8nYO4LSOYRWzcXnE+dDh8MyN8e065J+uuuQhZjg7JzEQW3gaO40fzpceLiJDcGr5lQM9O2O+0a1ejE30+ZlHtH30xeSnX435sK8+vLkm57PnjP+m6tryjavPv5jhk+/5ba7KlV19/La/Y9A15qev6YdrXB3p1MEXlSMdmdyi+l2ktMawu+goLo7gwYrqx8n3PJPnW963vo3FvSU5a3S7TjLYO+4eb3nxw4qL9bg9t+e28+2O94Y3zFzOBQtcx/n1DsRT89maz827DZ+4+8D7P3A3bzjMBY1XRedngp51f7ZZs/F65o3z3DAfPnYPqetu+i7OrvsuNW9y1y9PXCwtWTWxla92W3O15RNX97hNs6Ywr+OZHsF+Yf0ReoSv4eGJLmwUFFXsTrDCyfQrrknI9nH6ZPCzL1YTGV445Mny8XaTqxifozl2Zzib8uA+PIF86CMfnoubj85meWGeWD0hvGE2wPN3n533LmFpHYzyaKPrp4+bi/Rk2ZTn5rvP1rgTaX7i0uHNeX7hNycn2DwkZ6e1WcPEyfldB8h18Mq9OGowZlPc7ccOpWMrrjFf/WQdpHzINPHZxLN1UGTDftvohysG32LpR/mQhU+Gtq7cybZcf+v4ySlqjrIpzqvx/LKvLnGi+hsjGRt9LQy8nPDmY/fDDrO54ku2cRvnw0Y8uaaDTYaTwdNPTlZjVx9W+ZIXt1i3dsYws6ufXdhhsaNrnD4Z3nFFB09d8eYjfDzMeLpiGNvXt/L2r/uNIDGaS2P+YcTJUeNtn7z5ay6Ms2s/yQcGeXnFwykG+eP67BAdG/E0/eSNxUNqDsu4XJOFQZeMzS2Va7nx27XUD2Pj6bPfunDIirf1+pp9HFY5GPOh37h7TJ8NefH49uSezcZlmx+O8PKobnuWrXN02MZax6Vl0f/EfPnl537u3XdfmAuXNzz33KX31tV8ZvRuuLevXFDAfOOjV3AesOGLq5WrnPRvufhIjV5ZyqZaYLC53Y/HaS5o+saW0otFx6d5u2xf2+MTXdhI4raV5JZLLXlp7slji0xKE8Ie4U1WmMmzacyOTTjJvULj8zB0l0/YV0xXsB/6xQ/effzjHz+boTgWTD6bHjAu38Zw82OvHw8jm30yJNPK2cauH15Y2R7gmxh0NqxYneTyb063H504/MovOzp9Ta71bTg++cn1NifjbOTBl6xc4nJJhxeTbXelJdtEh7Z980Wnn04O/MnTFZsNCr8xu2xw8lsZvy3Tb1zMbUOHyqs5ay63fzGrAx6/fMsX37Hg52sP5N/+ZauheDkf4TxUq3Hxtk36W50TbvHytWfEsf6oGtkhOjiomrJJ1t45Rvd2+fNhj2DlKxe6WvJyv62dvAab/cY7AeahHI3DTpYfHSxyGOnJEeyOe2P67NOzqU+v3crEg2P/8EdkYm68x/nDIi+/8JMb31I2PcFmG2df3GzpxOgJatvq1/j2hN08du7aOcI35ofg1hdz5w2nedlxdv+AzAM78jh5eNmn33uZfXaP43Dki8JmBwsnQ9kUqxrDbE6O8TyQo9v41gaGm8p+4AO/eG5b8tz8ppSPRxTzisu/j4nAu54rzGexii0O37jcNPrkdGTywc9x7zgaObyOYTo+D7k8zHM1hVltsF8PeqILmxa75CRSvwlo3KTgu+BbfYsOq8mI0219NvimYpOdCZuZtsgWcqb3vCU1iqOTj5e+zrehhlt4T6xu2ue+Nk/fnzTCL1/j8lFPLVknsXLZfmHF5Zgeh4Fr1d78iaOPmovskqcLA2e79Qfg/qH4Oy6VWA4afp1IYaHyqk/OLs63Jxo25HzKmW19elR+5VEM8nRwNDb0USc0cREblA1//fKgK05YYeebbdjG4ZRbthtbH6ZcwqhfTsXcJxQ25GLwa1yMHTsZXp89PHsPjgsbsl45YFfe5PnF4Tcv/BE88sb8jZP111p6PLwDcPOQf7lkG2cOo/yaH3IxyenJUfXsnMJKxy688qYzT2zJsq3PB1UPOzZIvxjx7Q/DceOYERfRk6Ow8tmcvnG22csFhtrDzZ6MXkz2+lH+cLPH2STbcn3ELxIv2/DDzY6++cuWf3WT7QazHDpfJuMTLl5/4yVjG87G331+2cfp9bPTTxceP/o4vbnONozG7Kq3/RV+Ne212tjFJKum5j1MuuzK6djf1/LJucHsJ6b9G7/qV9296an5Ha9JXTw2b/Aqzf3FzIV71S5PpIZib56uvXWM54FNPvrIo+daPzqN0tdvni75w5rQwwjT+PWgJ7qwUahEmrid1F4ICbYYFUamz45fBAuFFSeDsXHo8ie3WLdxzwRytmhznM7WnbWdA38WeLbgsf/8PAG4JXUHlbq8FXU+XDq4MDVY5QAS7Xrko6Hy0ueD0hnzK54xHRnasYzzS2+cfTXz2RcS+fBnw3fHSY87CdNpcNro1zz8yyfjsFr3NjxfDU4xW08yRL9jb3l/eaiD3eMoPDk0HzD0w06ejXgwEX922Refzc6LbTI22SXHyzG/HX/L2KLykkMncjLY7PPXL/fi5gOnfMLD+Zrzjkk21VqefItDn/+W68PR2NYeZ0vnGMHNb5h77eXTOA5LbniNrvrJYBmzQxvHmB6xRXLYMn2+5W+s2WN8kmdT/PBglu/OlRyxC6e4MOVsbfnIubjGdI31UXkY64cb9jFaD/nTIzxZsa1FuWeXbbh4jY5vOnlsgr9l+ZGrla8+qgYXvKj51acLKwz++vKlbx7Knz0MlE1rSMYX8d2NPKxyyz+7bPjrs8uWr5Y8W74onTEf+oisurdefBQGv3Ikh1Ec/r1y3X7ixx7h5XDyFn8+XON57GPzkYoXv/Ir7944H6l4YT5a0fy5qNl5+kPft6Xom28xxMNrfOjbzzvHnUcY5cUOdvNjrMG9crrOWeGR82X/etETXdjs4HsSJIri6fAo2bbZBSZvUjZeGGyyI8s27Cb48pWPjTt20nt6chnuvT53bfzYxz52/sJlawGfeeb61ozP2NxScatnx2NrbJHlc9unb6OFQ4aMw3pcXZfVw7xmg8sZ5d8GKYc42/yaH3wTDDbk6kD6YcMiT2bMPn39nvT4Nx/5lAMfslpjPhs3+/zj5LB3PtmaZ32Yt/MDH5Wzfn5kCJdDedCLmx15tmRbri9+J262qDrD2X6w+OBhhR9WF2jk5aWvhdlcmP9w8GzkoV9u2ZBlxwZV47ZJFp64yByHYVx+fGtk5bljbT++xrVw8qXPN13jsMMjR8bluXVyhoE2vn7ysNnoN4aD4LIlN/dxcusWkSNybePUv7Ulz694uxY4u57GOOJbrGKEl57/xr7V3z7R5YdXbzH2PKgdVnh07CM+5RlO89W4vMLAi4Hf1l4e2e3xxqJvvDHKDS9m8cjCywev0dfPl0y/ZhyplT2Ki7XH+YnL5lZv/7KB9cZ5zvJc9oH5zSjnCT+38IV5e+qZZ+bD77P1Xph73MCxnnQvvXSd33vVtdw3h/1qRAdP7NYrWzo4zdfGSfdqej6vFz3RhU0nTpO9T2oSk3S0i0rHh83W6Vc038b1+WrZpCdDJpgMwa5ZVdLz4anZN+4FMEh3T8/Njp6ee9h4y8kvelscfw34Gpor356YyeVbzvCLjas9Gzr52Cx0NlE50zXWR/xu56onL37VoDbx4YaHy5c9+Vvf+taTCxl7crm18WCVd9hs5HBt9uuvTH8p8Hn22WfPPPAxF3zkgPQjtmyqg04jEz/iSyZWc8mXLV+29MbF2bhs5Ir0+eIaH3MQLpk4OAxzQlc++cBAbGrG9FE57thsb7Hga3SomI3J+LCRL4rrZ7frL490aiRTG5ITe+Ns8J2HsVat1pyPt6jIqwseucZ2YxiLm6wYfNUpPr/mpD4ffaSvofM2730c2OUYfj7lGj67MNkivD5dNnLRjMWAue1g05FrzSWM7MqDHcK3D3z28suPntwxs2uDXx3lGaZ4xaALa+dRnuWANz/lWQ3ihl0sOSG2yTZ+9mQaG7ZiIOO4vpau+PTlVw5y2udSNs0X2+JUD314xdx2cKsFNt2uKdtdBxx+yXZ94uUjr4hM41cet7rG2wZ2edGnq6YduxjhFKd1JGcTqRtefuysAb83PvOWcwfiH//xH7/77b/9284cny/PjLOYs8uPH58xJz1+5QdDg80+nhxXQ3UU27h8ts+JMDjRK/1emPPGw7cfYZ0cB2uvQb5Pyh9W85eBoIio4o3Jm6wmKFtj1ATmhyfXZ5fuKO4f4ISVfXxj7AU4n62ZVM8CMJ4LF7enFuPFF5+/++AHP/jowsfdh32+5rnnnp2DZw6a+3yb7MvnOphAGWs2nLzkgO/NJ25yOrZkHdy95NjFQ/VtPDGMw4Kn78lJs7m18HE+7LJlT66VT/rs0/PdJy2+WpRdJ5jkeFjlbC6Kje8xm/K0ufnu3NhuShe2MeIH25iueOnIkDmnQ2RiNg7rKO8fyJKLgfD6W6cvX5wefvpywzV6uvTG5OVUHHoy+nLNT6yNoza2YdChYmy/jcvOxQleo4cPq/2aLsxwy48eyVOzL+kQXjNuHZoXMv5hFsu4lj6cbPg2p2Qo2zO4H9/K8sGrVd7lLC558x5uPLwdMxnMnnD0NQSb3HzDZ188evHY0pEX25g8Gdtk+uSN65PDz4+8fnmSIb4Rm/z0t47NzpkexelQPnF1pAvfOP1xmodbXTbs5GocFln2+nTbPuxqjJOb53zifFEYGy8dPXtt97PNrrzElG+26Y3ZJIdnHPa2I2u84+ZPVzzH6oc+9KHzh/pv/I2/Yeq85u2ZeVtqbuh2PoLxgKeO61hsbot/Ert/gH0ba+fRemwfeNnIL9yLe+675pEufXNh/HrRE13YCF5SeMXsxPQbb5smCkYToB/tiSAzhh8Zw8tXH+a2ye9u7iJ8N3danGWcDwPbTGM3opfmJkcvDqbf2Xjxxesv6YE5J10XGS+88NnrpH5/gocH30JWK14rn70R2MrRgVT97BFZRJd/NdElxyP+4ZKxt6F3HvnJpfjiZZNfmDumPn+2xc0veXNtHD6s7LMjaz7iZB0MfItNn19yPBk/69L8G/NhU644GUpOhopfHBwWKk79x3EyuWg7f+N0nTBh98S2sckRf/IIRnb10ycv13xwuvSwtfyzy6ZxORqHKVd+zVU+eBch4eZjXGMHly0ZGxfs4chLvxzFK1Y5l18+YeOIvD5f/WzThXlrnx2f4pFlFw8fV09ULHzbvFpcvmpE+jvmxqAvj2zSVwueTbHZblnzkQ/cKJm1QeWMh5H8GNzb1E+XX2NrDDP55mre2GzlTlYrL3jqCZdde2xj6G/dngO+8LRiZ4+TZ2+sFQ9vXo/wfkyWnG8Y2z6cW1tyPnKh44uXg74ajdMXm4/zHIJDvxusiL4c/ECm5wFfhPnIRz40zr/hmInjfjHzRsX5cK/PmPo3VT/yhb+xwsfJy5NdNdDBvvAvG7bVmm0Y4XtH5CVPwENkiG2UrPFr4U90YSOZEtpcYoptAegqSpKPSzz/XUSyJpJfsuw2tpjp8UdtPjX86Je9TeS0p+432lmE6fsBzM9/7noLxgnJW1FOzGwRu2qCW0768jJmU534wR49KhcyRG8TkncgZk9HjjYnt+HZ1cIw3jmRG2uI720rJ/F3/vkcx/sH+Cifxhvz3vQRo0Nxvvl1MGRcTHo64/zibOmzyXfzbOP57BNwObDZcTbObZ9tmM1B/uGRyx2ly6e80xmnI+NrHHbzkS6eX7ZxcZs3vp1Q8wsXT8ceHnuNLvv2pDGbW2Jb7DCM+aF0+bEJR9ztb8wehaXPppwah3ury5/d4/q3OMbNsb64/PLFycutMZmWXfHI6tNpt/j5koerHzZ/eXRMG4d762Ocb7njGnkEO1lx8Mf1i1eejeVarHzxLcuW/JbI5ID4aNVFVzw8HfktVuPqyR4u2fapX9xilAM9Gc5GP5JDeGRsNq+//cLfttUaVvGy6UITHh27sI2bC/29Bo2P8f3Dkc0533MWnE996tPnrr/n18DnmPTN32fciXbIF2e8RfX00w81l9M93CMGV4NZHWzJUH6byzvaNdxiPfp5o4z/NfAnurCpGAVXqNzILUQTUb7ktWQ4X/IKT5dtODtGNvk3DmuPkz0s48RkcH8M+uyN9/zl7CViFzY+y2D8pnk53eJUDyxjFxj9RWbcCf3ArlqqqznC2SMnMNSTiBjwbfjs6ckQP3gI55dMLs1XOMdwHmChcM5gHrLfmHRbHj6eP31j2PmHyy4bsmzKg2810rOX886bbMcrp33SJytWOI3ThZO/cfnIozqyw1+NsuEThQsz3y4qW9d09HTk6jfmj+pns8fF4Neeo79t4rDpMy9wyczrzoEckSH4Ye181MnXsSDfdGJoxsXkj9gj4+x3nN1Pj9eHyya8+AG9f2C75frhJr+1CR9EfT76uFaNMMibt18S5mUAAEAASURBVN42ype+RpZ9uPFqgZ0Ne/L2sTlmX7xww4jnj8tr2+kXY+9NsVCyfNjCNQ7/srxqyY6svpjh8NHaA9ngKL041UenHwY7/e1bLvHw2G7KL86OT3PANt/keDJ2qDj47oeH55N/drc2yeHmVz7FS75t9Wv2X/PDdvfzDR9mODi9n1xwrGpu1neeE+bVkTfPc9XLL/f5w6smP6dwXdxAvHIOpzGerFq2Tsydg37jcrdHOifk2/6dI4HoXys90YVNk10xTTa5wjR9VNHZxtOHxYeucZsijOTG+tmn33Ee9ecK5sHPpm4zifXSuTGf+9W447ALnAk/H5x9brDnK4szKIZcNGMLZgPBFYesGOWcPD85skNkMBA/47DyT3eM7u32Exu5GBF/mOVR/RubbfrqInvYbA9rRR5GfRxtuXH+5OWh7wQeyWP76SP2qDz3vBzFPGw/MmN21cDX3MAKNx9cftnuNYCVD14LIx2fdHyMxYSL2IfLblMY2bAL7zbOtr2Nt/3gh8GuPPR3XmGIs9fCmF0Y5k6fnE8crv7/H1kHWMWFg8Tjq7VWnbz3scMvO7ycYRjHy7X8jmIejMMgM462f7jp+SDjXTt5+eaT3ePG5V7d4fOpHn3UGD47scqdzvy0lsYovHzLIb/G8fyO871/smzwiC79ltVXV3nyY9t8ZRNuY/rq2LbJ2bdv+Ox86t/mJAf+/GAXE6+G5vVxunzEy77cGuPNKztEtnnY5PXTh0MOB9+yAzQPzedt/GKTR8XAs6czRsmkaf+4l82HPvTBK643nSYPOvaT0bkL/0jHT36XPKzwcLJqNK6fPBvxD/aJ88q9oZ5NbL1Sc33V/Mqf723bPq+l/8QXNoKWVAWSmWDU4p7B/ZjOJO2iYTRx2cY3PhsUp2tMJodXjOcg8IGal+f9Ry/TsLaouLsRPz8T/8G56zApfy/hobe8xWdsnr5zjxsx4NJr8vZEcFsbHVvyawEf/kJJvg/K3kd1kvckQBf+SWIe+BWXjA0i32RMJ674+RSX7W2++ZOnyw+/9YGl0eHNdTGKyy//Tm6N8+lJlry8ixc+PPbZ0HuLsHFx88NROeqzhSEPeP76LgcyeTSmR7e1JcPhbc6ndQuHf7mxLwc8W7GN2SE4jW9xyDVyLZ9kfJPRG2+8dLhGd4sTFrl+to7Vbds8FjO/auDHvjqNo2LD0IyLhWto8+Q4XH6onMqjmpKXB79yCDcfOOnK136gLx68MLLNb4/JUDHwXaNxOPDNK//iiSMHcvr25cYrXjmFGefnvJTPldFV48YOBy9uNe8a6rNB6mGH+IrjeNp4R3mvJ88ujO278yx+sjDD21wt9M1vtrcxNiZcerJqIKuVF75xilsM43LEYdFtWWP81i8fvPP/tts5b99scPUj/R13IOd56y3nK98+Z3PtsZeuj1TMH/NveGbqnX/qY+seNu59cuZjXtk5/0axY+14Ozfx4dA3BzufW508y9VnbMTesnRbJsZrpSe6sJHELkYS16S98qqXXcWz4bMnhKyC0hnDQltWzC2nR9nrF++pmcRRzFXqXOXPL3yfOxDTzzee3viW5+4+8p4PzEnESfap2RC+4j1vPc3G+exn54JmjmGYThZONOL8f6zdZ9SuSVkv+Hvn1BkamiZ2IAlyVDKKtBhQj5KUIKKDLNdy4ODx4ziHmfNBXc5yluMHw/IcPRgAESQIDkEEJEpOKpKUFppuaOgcdk5z/a56/u9b+2E7Rza79q63qq58XVV33XXXHZ7YCSbFntgYGoMKjXue3g7JrSuLGAMTX155jUxl7MavLTmAU2cH/jnOYJFBPvroiD3oyZZnWfDzyZ4+sJT/Fj959Ejq88GmDhdb0dDJJ4nM2KOtHvvV5dmnyCYzcUEff8iT+SGhm21L7NFIiQFZeOiSYjfeyFPOsrRDzwa2Rm74wMGiJ74FTpe6FDp19NrsCA+4BGc8sZl+bWk9dmCRrS7FRrzkw4cvcsHYrw2XjB4cfuYNndiyB458fFLkii9/0kYnRX9sgYdTBhad4DI76AInVxmaFrr6E7gmPu0kemMv28kRV7Jja+wAR3vuuedu7M7yUUIjJaaxL7rpiU/xNTz4glOHD3/KxJy84NXB2QUmJ+bkzbGLDmVoZv3kSGSC8zPtrtSfwONTfIWHi052BEaOtjlPQiPl2Ao+vsQOeEmbbDKUsqSNRwpP2mDowNkoqSce6PDLknZw2ni1lXChhwOPbfChiT2BJTaJIx40wZMjkQ0Grz77Gz2hCw85cNqRP+vfpKuP+tV3a7zRe7xOXrfU4uaiiy5Ytp4sO2oBUy9I1Udqy4equ7LvX/eOTWJT+H6wWCxW8OhhkxRd7Eks1NmV2ClDhyc+x/bQwSU+KcHOZjrjhQ0jOBEnlXNKmzPS7EDqCV4cBk89skMLPuPJRBN6OGmDvsbTlnpI6mQ9OGX7q/biAMagO3q8dmjuWG66+abx8HANiuP1ptTOwrM2nUseG2NnbDLBpB79yhmGN7bEbnICTz1+aaOLrvDO8vFqJ0VG+IKPHeAZeBmQYDMd2siEiz2REbu0Je3YGNtmmQ50uiITD3z0wEnRow4f3eBoZXEGz8SlLqGJXeENvAlWNGSczpbEhFwJTejIwyfNNkZnYHhTD+3M1wJWf2J3ZM98SGZf0mYPerSRm3bkrMQ3jTq60GjjlSXwJDA60ccPsNCkjmZOkRU8+vDERmUWH2THJnLIiwx8wYHBJcOpR75SPKRZt3oymtMl8MhXSmCxjQ3rdqCZ5aKX2RTawFLikeCjZ5YR2EyvnqRO/swz64LzfSl2S7P9eDN+4ciIPG0XWRlPZM5p3d457rMt4QEjK/rRyznBx77YEBn41VPOdbaGLnYGhj42kw2+nsMbeHQoA1PG1sDje3ye5aiHJ/XIwoeHrXOCZyM4njlFdmQFnzZeyaI7ds086jmu0M22bamVC3vovvPOO/vXvs89d19d1JcNdkjclSC/2kB9luu6WNZYqj8nVvpjx7oObTawLT7GTzzJaKTENPLAwSS/Pq4dnrlsgrPw51ta2MQJdqhzOs7Gttmx1GccZ2c5cLOj6uRKCYwSLPKcAJPICp26DkUrpFvqC43u8/nRsBtvvLF2Zw71k+JNvxoc6hZChwoX+cro1KnyjKM7egPXVpfbDrasMtjQM3DhV8bX8KXMxBG/ZxkZaKGZV8jq6RM8aOlGGz/YNaf1NlxgSnLmtN5GE/rQBTaX4VPKbOVfYhBaMkI7y0s9JXp0KQMnL7KU0jqNdvp4pp/rkRFb0ofRE5lzGRyeOa/L0o7f6PSZlD4Co09SB8cDFn2NXP0Bk8KzLie2k4U2GU9g6kmBhU47eaYJXXDxKXxKsOjXDg8b4xeZkaFEL4c/PJEzy4w9yuhHL0WfsRZdsyzyQhddcxvtem6G+gOeOK/zpB1daSujU11Cw26ZDZJ6jmv0xodjWIovkbPuszYcWUrypZTdWP2Z7aMjtoQWv0xmaDPvgM0xC49SDs8co/RBbIx9s9+hib+zvbNPsSd4uNke8Niujl5bCq0yKTYHB84WOSn0oUkJH1zqwQU+tyNTHBJHtqFhh6yfw7tpe+GX48veHePbUeM3o25fLt1yaflWuz31bbaT9ZMLSz1XU5dwfdupPO+Ld3czTpwYu64NWelhr3S62MQW5WwL+tjEfncQkuJn5IV2lpV6eL7V8owWNqczAiydcDqjZlxoE5jZUfV0bjo4+tCns9VbpoEwBTmy3HqqSPvfqR+kqrpbVG4F3XDDjR18MrZvq9tHqw72XZvDh2uhtOKLnrlkA9vmQQ6fiYC9cx1u3W4waZZLJt45xXew1FOC4cnCLgd+9NGZgwEPe9GDo1WX0aeMPWik2Y+0yYwcctUlvBJYbAgs/ucABp9tasaJVxuNzFZ8kTXTxs7AQhP72EoPutCmdHUEJ5Gfekrw2JAysMhACxceZWIZGJ7U00ehgZPgyQw/mPbsj7r+wBt5YInpTA8/xyxyZ1vVw6MuR+86vbYcevXIUpdCk/GIlr1zmvnCkxJ9ZMWW8MIFHz1owMQjMsI3wyITbWxO/DO+wYObbYy84FNGZuxLO3LpSorcyArtOk18gA8NnviYunaOX31sjM8pvkefMryRPcNmuuDXy/gVeHi0k8SSbU5q4LEDXput8Il54MqMk3U92oHNcYgdeAMHO51dgZGDRgKjUxlYI1Z/wBNXsY6M8OGZjzs2yEl0JeGZMzh+9JGrLWduBYdnIz3krccNbOTxJeitdXHu22z79x9YdtYPX26rOxBHS2Zpr3/DV0c4PV32bYzR9oOKm7s6m/N4fIgt9MV2pZR2fEkZXiVYsnNsYtW2FC7lzPOt1L+lhQ1j4lQMi/Ha/1aacerrOR02B2iWO9N7LmbHqvPB8RoIJ+tgtxW3oxYtaCxs+pZUrVJtzfqNKA+kZnDiG+/369TVImW1uolu/ugQeqQMQvX1jgJrO4o2BxBYBoY6OfERv/qMD26GR3f4lXhk+tBGlpJuCS4HagNWf9DHDvXwz3bAhwbbTBdc4Eq8czzWaaIzdoc3kzU8e+FnXaELLLq0k9RjqzKxgI8dKW3twjsRJ3aRFR2hjXxtOHzqEjul0AaespH1Z+bDjy88aNijj9gCPtPPsgKP3PU4oY3s2bbQRxbczEuuFHzq2jL86XDh4xPbxdO4087Ypyd9Co4n8siED0/g9M/12JEy9oUO7elgoYePPLDoY1dSbIRLbCITjxSc+ixv1gMX/tku8tGFL2VkKaMHLrypJ6boyDeXofdsS2jhJLRS4OhnG0/XD8Er8c1tsshIgssiNrGEwxc/YwNavNpZ3AemxBN9ZIBJ4Z9lwgUPHrnoZ3jqbFNHxy4ykwOPbu3wxVclvBxZ0RVabXQz7YyLfHSRFXzacHMClxID9IGt0/VPAe3a0Qsbr3yjFUGlh3a3eiTDv7ob0XcxCl7CGtYyS5VnimOLsmWQg3aV+C8Fp86+8AWei8bA0SV2Fjahix4yZj3ov5V0xgubKGWYFOfUZ6O1pRgd+rSVGUCDcgSXPDkpfAmEUg5d5AQ/OnF0Xi9snLzq4Skf6Dtav3y6f/+dPSlkINKDd5xcTy6Hi8ZJhtzoUpclZXSnnUkRfMOOiQ5PBn98i5zoSCwiO3ICXx9Y4E6Iknp04wtPbJ55c1U105Ex24WPT1JkKPFED5z2XNIDts6jLQffTCv++Kuc7VZHH7vIjezIi5yZJjiw0KMjT4YPThtN4qMtRUb4046eJlr9gZNCswJ3gV+WjKnIm/XAzTISI7CZLrayITjytGe6wMiV0p5tX7c1stGjY0NOULMMdbSxN7KVUuCxL7amHfrAc5wlNrOc8LAl/QMfGnaQE1mBxw5tuMRGm0ylDC6nDSdp5ySoLkWG480JPXIaOf2JzeGDitwcT/El8NBGZvzRlvGJj/lJXYkmP1+BPzLCm3Z0sSP+ogkeXD22aEtpo02a6WZ8aOJf2ujDQ3fwYBKfJG0+sRUNWvLJAYfPOIneyGgBqz+ng8148vGHTj3y0r/o1ee4hSd8wc224mFjbI5c8tTB8asnJ04pyUUjp45fm2xlEh4LFS/A5Leh3I24887bx/jMh/josztDbtEa4S1nJYtEMAsg8GQ2pr8S+6Fz03406MGV6Tc2wmlHXur0lAVIGpcS3dlKZ7ywYbQUh+Ic4yVtNMlgaKXg1NflxPnQoZVDO8sDR58cWnp2bPUbGTp0nEhP+OmEekB4S7/mdqw73tVOT1C1mjUg/FbU8bofefRIvYWyc/Ngii0pc5XSemqS0/k6HhzMgRh7lWDsjp1K7dibch2Pd6Y10MlCj5/e6KNbGw5slkUOeBZA6PieCQNtaGb5gTWy/kQ2X8mQ4pc6vARGTmRFDx68wTVx/Um89EEmDDIiZ/0AD07JdnpnGnITt9gZ25TJcPGdDafTHRvpilz2o123I7QZB/Bo5zJjJ/bgCZ4tcuLDpsQaPTp4utFI8E5u2mRro0WTuPITPnB85KQd2UpZSj3twGa97Ald5GvTHbvxoYvtqaPDww4pfiWu8KGFD/86HB85kQWfhAc8vEpJiU7OcSNWaKXI44M6HJ60419ksAF+zpHVAutPcOD4yEgdTfBK+CSy6WWDh4fTx+nTmTc68STRk8VPxju6ZPJiR/zBm7qSTYlB7ASPD0qZXhdMkaetDkd3ZCnB4+tcokuOrshTSoHPcsCS0CUG4NHNjiTwmWaGq8OhX9cJFz8iQ4lOxjPD0UpgsgTGprTFdqZTJ0sZuBJd+JV09Rt+Oyv+1eV7anygO1LnLz8ZtLVuL+20C3zEN9rKjsrWFHZv1MFq5NZip+aC/jdsA6c/NrNVPLThUqqHdvY7sQu/NrrY7hfGk2Z46sF9K+UZLWziZJyPAeDpMLj1FMOVcTo0kRka8NCQJcMFj14KX2iD1277LFTqltP2uufoV0Xt3txeHzJyL7Inqurkg3WSN0D6Yav67s32oolscCmTmpKPZOdg15ZyK8HBDYeGfSaPLCrYxUbw+JTJyuCQw0dXEp4MMPX4Cx9f8ZJr0YImtpM3y4TL1jVeCQyNNnvIkmY92mxCCw+X+INJZAQXXvLUo4Mf5Mx4fOwFk6KDfFk8lYkBejQ52PHARY82GrrRib8y9qKbbVUPb/oxNOuyybAIC31sAZfpkcRBPW104j6n4JR4YwfZ/AEXF/GCJxONDC8pk6Mff2Qo0yfpi8iBo0MppU6+2KIjU5bwS3BsojcxRiuDwcvqsSl+0CGBR39owdXJkfBLeGKbkn2BoYkccCn+ZLzm+Mu4w0t/5KDXjg/wsUlfS2DoDhw40O3oIEPGCxZ4yvivHZsJiN3g6tEdulZSf8DJFz9+mF8k9qmTb9GjDK9S5q9MBt3kgMdm8kKrlEIX++K3UsIr0afvYzt+bXahQQ+HTko8tWOPEk1kxje88RvvLAcu9HBSfCI79qBRZ5O6jFeWlPjmdiPqD1sl/OKHV6zCQ88cL7Rw6NiNHx/+9YQv/sNpk4cfXD1tePaTdc4557R89PGl5/qtNS621xfxi+aOO+6s34u6qS/Od5+7h1F17hsX+S7cPY/q5xba5wpDfwZFOAqu3vCVzvinDJw96vRL7GSb7LxpjBZBvWU8zl141+Xgj8xZbuha8Lf454wWNrNj64bFYfDgZoPXHQpdaFPyCy15c0drzzrU0cnoksYh2lJGEFeAoqygjxOBjjBYD9fA8WNhbVuxbN8ONn5qwQCNjRnY0YPewNVOnT0Gp7Z6/NEOPDZG7gwPDD25kaENp5Tbs1U560h9Xcc6PbrETj2ZbD5FDhvib2CzTeSmHZ2xTzuxCYyMwOADVybHlpSxIXh8SWCxSz1phs+w0ES2tuzADE/k6ZeZjh3a6NSTtKXwJx7hVYY+/GiT8YJLoetG/Qk8bX2DL30XG+HVozv0+MHgkvBrK+PTjAOXMimjCa1yXWZsmW0Vz9gS3eSBSfDoyQMLHA7dHAd0s2w00syfOnmxNTLoj4zYjz9+RXdw4DM9uAQmhS46wWZc9KELrxLcSUqKDvX4z28n9shKiQYOLzliJ+GLD7MufHDhxwuvLYcWfG630PoT2NymZz1FR+TCZ6E02wWOBv267tAp0YhR6pE7248/8lKPTPSpK2PfPIejSVqnn/WiwZ+MNnaQzU44Cd+MO50NTVh/ggtv4Eq4uW+jG45+uMRHnKNXiReNRcsdd9zei+9zayF06ODh6pM6/uv81uuXlSzPn56snRM6qlp8xuqQEzvIG/jN429TzzgvzPihf4wTcLRJqdPhrkja8OridzbTGS1sBDeJM1IMTRm4UgaX017nX4fPeDiOK5NCT2aCGHzjdJiuLDx7/RimV998dbiAPSig/eq3ga9jDRBpPJOz2SngGUTpAO15EOJjC1nsMQmxI7GKbHRzPX6Ap544zYMGXkIDn4Qm+hILNqizFU6dTmX4g1dKkZMSvTzbFNq5L9BHJjloxAVsTrMd4GmnBItcMsCT1CMzcDQyG8GiL3i88LEfXWBoZjpwePSphy/ljJ/lzvh1mejmTHYmpMgLnpzYGJlKKfqUaGS6jC05ssLXTKs/s/xZXsbxLD91JZkZ35EBLmnjV0bm7Ls6XjTGYh9/K55xrA0fwh8ZGbeOHfrB4+dsA5wUv3OMgYUuvCnhpNgZnfEDPLyRH7lo1/NMH1n4whtYZGqrk5m6dhLYOg8dYCkjP3zawc39SWb40Ea2+pxnfbEjfs38kUEfeGSglaX4zT+2yKGd9aQefcr4ADfLoyc+h045y53lxU6w0IAZV6FLGR/SJleKjPjDnhyz81gJLXqJHDntyIl88oIjU3v2O3SRBYc+PPA5HsOLNnLZtnOLZy239K9821XcVn4fPVI7vXXe8wvfZWB/9sSdCfUtbgnRsVrUzDbQnwQ+49Tpo1t/xw+2Zqcmx3LsJ0t9lpX2jIvOb7U8o4VNgs7IBDlGcjgpdMEFnjb+1INbL4PPhAAfWEqwuSPAu8PqvECHTpSdJhJYP4DpXmQ6Jz8OhrSfIq+OnTssgyqTLj/B0Bj47IuNGWzsaluqBEtbPXoTo0b+T/7gaX9WdJGtCac92wCOPjillFixH09iAhf5gaWNLvoiL7riAzxc9KzL0IZDP+PUw6suRZcyGTx86rEjcKUUXvX4GvgsC0yaaSJfbOT4eDq+0A4pQ29kzfTqgSfmYEmRgwZcm960E9PQBaeNPscc+sDIxhcebfX4AydFB1xSZJAbPFxk0cmP0KVc90k7fUSOnHZkhZf84JXS6eSByTNtfJlx8HyNvsiiDy602tGlPtOHRhm+0Ed/aCJDe07owwOXk6z40RXbIz8nBPD4MMOiR4nH3COlPyJPOds924lPO7T4wQJPfAIPHby6kr6MpVlW5JAR/sDWS3i+JZEtx+6ZHg14Etx6WoeFH92MIyd5pom86Mlxxc9ZBt/g0EUuWOqhhw+dkm8zXfRE9myLOvrwq0t4wrdBX6E4Xjs1aMXTW1GH6vGLrfVtm+07aoFZnzJp20pmPXZT9ZobSla/HVX9eMxOTcF89mTut/W+aANWf6J7tif0sRVp612V8d35FR/czB+/Viq+pWJzVH2TYhgZ47DG0Rifdmi04zj68P/PnIFHm4NbOxlcSiDT3oB1J1ZnGnTsrQ8ZjVS21CCw7WuB476jVWwC7V4kHdpkKg1WWTv3gckKT0qw8MYubfXIity08UjoUqqn3cD6g4+c6MoACV3gkUH+SPMJxoRA9rh1ET3kmqyk2VZ4cueUdvQGRx9eCU3o0lbmoA9OiS92BE4OWErwOUdm+JTBwwUeusgNjlywmU48h4xxUlRn74BtHox45fSfevREPrmph187zz+phx9eii0zb+BKdE5kysQsfkRHSvRS2pGJL3Aw+DkFFvrg18vIiHwlHvaYYHOsqGfCZXv8D54cPMnaiYt65KaecrYz9GC2upPITJr9GXSnziPRo5TQsFsZ+XDqYOrJ6E9XBwstGmnI5O/Qv86HJjrpSgI7sbpVELjXZrfUVXpkoJGaduU72nnuhEcvoUt9LsHXcYll6MhVH+2ht4XWHzB4MmJraJXg5AUf2AwHk5SRFbpGfMMfNky5dKSdfsQyy6BvhmnLaGR8wQeWkk180JYiSwknm09n3VmEhiY8kUEe+sw58LO+uR14l3XJrqTPM3wHDuzv50j9TqKXZraXLfDCM4o6Loy/1eHh3BgfYpNyXV8T1R92xkewxEmdHvaDtW3VRiuBS2PcnnpsZDw0wVn4c0YLGw6vd2oHrgziRBxKYEKfAMTR8MBLaXdj+gOOJjm0M9/MGzqTXK9QyyZ19x9PnNjcKmXHydr29vr3li1w/DIYxgCb9ZCfAWcAaZsw+CQWybFVmTp75rjEtcQhnRp/Yj94aCILL7h2RaxLC7HWV+0RynFAxF42RubJ+v2Q4uopYPv28ZxF+gUN2dr0ns5mNK2r9Y8DOrIDV+KdacG0pZQDNvwJDJ4N6ykyldLcxivHXnjtxC9w7cBDr0zq2PhQlTmg4J67oie6bNm6dSmJUWzRHvSDNnoiOzJY3g/XYai0AV/psGDGK8Ppv9iulMiUo0MJJ6tLocXPTuN1xpE925t6M09/Yt8Eaj5tspNCFzkZTzP+dPXAYm9sJGdOs73g2qMcx7U2GYNvc1cofRR+PLGRrtSjL22y8IRvrpOJ10kqfPDDnmHHMfPJxlVpYxrvbZSj9Tl5fC6ksjM8yyc7etHJ+k+ZuEafeavAPQ8F1orqT9pKMmd/Eyu4xF6djpl+xpPbeLGp+uj/1TFdl/t9e6NmFXokvFJkpp4y9miHdq7jk5TJaYd+pikpRScXDwvbHzbUAqV2LOjzXEnzwlWbhhGLTT3wyYlT85bfGfPaaOY224ZPLhCHXG0ptKFPf4JLkaeEk9IvShmvuwVS+BIXJXx43YlwK+p4zSfGzLaa044fL7/0XYd19LPflWr5ZUY+chuZZNGznmMrON4cY+kL8NRja9qRjQcvWolMOXQN/Bb/nNHChmGMiHOxQXDh4nyMTYkujseJONsBLmcjN3R4wKIzMkKvnUCpJ+m/ll0no+1GewXueP1G1NZ6L449niDfs2dPXUEe6R0YJA6CXsX2AdKAthe9kw559Op0pclNacB5vS4LHbYnFhlsaNXRwre21SAgXyYLTj18FlvIC1X60/lsA9CuwqFcTXRoYt+Wrbq3CAzsOrglzxihl2o9VCLGxMHe2M0Pb4KQow4u859tYGyN3YkLGrikma/7ovjZ1+p74h/29m4aXNsiduIw/GNX5JMbO5RpsyPtBtYfPMHDkSPnDRdjRn/vrNf69Z0dvJMnHcylr2LVsJY7fruF0RXlZdvJwquVzL7SaZ/4tamvFa/+sE2s0rcVtKYFj18p2SfBJYHRhZ/N+iT+guOVwQaf8TMmOjKiO3wejBffsds3dKGRIqsb5St52+prpuDtb+nL2IILXCnF1rz9FFpt/Hjoip7wgbnSzG1efESOcTDGFH7wtmOYWxrJI7fiUsdVfN1WP52y1AJ+27bNuNA14kOuMTrmKfGgzMVMT/w17oYfIzYzH359IDue2RJfEkMlfC+CV74WWdlmBFW/1rG4rWxmo0/a45/ltH8YKkU226o7xriryo56w9Oth/pcetGUrv5Ufiko2TUqW15iQY64Jnbpo+jUltJOv4LNvsNL/o66mB1bjtSLGOK2vRZqvhNGj2c7BnWzrMbRuC1ofqCTTZI6W2e96mmzQTylzC1gEjt6nqi4ou8fdwSr2Jw8UcdM/ar12LUY484vC5hWeNx9XWXHWL/Atbwhk7sjhnZuxvwCH3uYAF+AvthRB9uyZTXnluzYW9UNPjKar2Ap4y864yp8geORYl9ioxTv48frmcp6GenIofHg+Ti2natqfttVvy9Wr3sbJ9u31Zg17vw4ZoncXucHX9yPfyfLBzbJdJEfnacrY5M+7DhWAFLGB21JmXNf5nf2lVetAw19ZytVz3zzieMZkBxOIAxAxiXPwQgNbeEBm+FwgZFBXk8SFZTA10uyBFEpeNHdJ1ACKzlpVfhqoI9J1WCwYhdofmSSir107iiZVvgHvBZedL4HUAr63iVe9bbPwKp8orJu6oVD4ciGJ1+2Bc82tiazt2Wwr3TJVtpOBHe7292a78TxI/157N31Vcldu3b2K3U9bx+vV8jrBLXD4KjFgslSVd5VE9/unTuWnbUjUx7Xgu7Isq9+0Xxv/frribpibNqCHy24xJ6ekMrO9r18daJhtzYc29kn/toZpPEFDq0fYUtc0YHxUyxLXN/v3b2jDpryqz4Pvewun46XTcfKFt9d8ONtfo390OGKw+5aDJaffsxUSv/OcWOX9npmD9skNqP7+te/3otZJwq23aV+AffY0eqXmqD37Nm17Km4H9p/R8Wtxjdb9u1ZDtxx27KrFj9iVlaXHm+n1JsGRWNckUs+XbHvePW9McP38+oXoo2lHiPVBtf2zQk8R7yaXza6J06WlJhmXJKbmGdcgaU/yNteY6H+V5BM6vqr9B/zS/Xa9WBhjYlzz9lbZb2KarHSC12T3Zbl8KGDpX9/8Rxrv/SH9r69u9pfso+VrAP1Ucu9FacssOk3RowVrxuzyThnq3qOVXVZ2rO7aGssRwd7K3z1JsdtPY4Pll7x3rO7Xl+tCRk9P3yeYXfp4Ysxzn6L0hMnXXC4WCgfa7w7JtAcKV6x2l795ITnpL+rZO4oniNH64vjxb97j085VJ9UrHburjmkxtmJGpPHT7jSHRM+u/mZnL7mo6zP4NCpg513zvl1/O3ui6G9dfFk3IutMXTuvr2ls+ypY/Z4jW3Hel9d1ze27OhEhlhZgNFXZ6K2m787K3YHD3ndvMZi/WMvEv7ht1OkT6RZ1t69e7uPYquSbDTGqQu39B0cGaFRF0u2ojdveG7DMWKeEXPHBvsqEsvRw4eWc+rYIZ9vxoYLCrzGNFlky7FRmRjO+jNu+KMus0cW6yM1TyS2fgNQvxvTu+rbLidr3LBjV9GaCfZWf++p+Ya9eM1JFpewFrhb+0LQ0Sguy3L++ecvt91+Z89B+w/cUQuYstfxf6yO2eoT6+Mdu2pxUPPBocP1TEsvpOvYr7ET3+JT/OCneMdvdUms+KSMn5kH0CZ+c+zQ6hPJhfoO/VP1kWs81DM2NUKWbdUv2+vYqZVMtap/qu/YmPmfHPbGVvqkdVjsSgmf3Az1B04KfPYrelw8jgUpX/E0By6Vs5LGzP9NiorD2OKAYMjaHJiTDgOfO3GWkWAo43z4I18bDg2YRN6Mb2D+VLDgXN2ImxW6KwlBxEdO66tBzj5wwbahoCxQ8/cBULx0G1R40EtOUrPPkQuHHi56wCQ2wUmJR/xx0IP5DoEJIfBDh/ZXl/N5ZXNVnRiOlLHe4HLv/UTP9jWoOVC029xyqwn7SO1I2f7ecphNFY864L3+d8ftB5e99Trg7bfd2SdSdtLNX3bz0YHF5yT2yPFJyZfYifdcJ/Ly4/bbb286Jz0npVsrO1HuqYng8JGDy+E6ke/du68MdrL368M1FKsP9tfCwgRLtwnrcE0Ye/deVH5sThbsiQ2xLbC0Y1P6hE13vetdy95tJW9P/ZzG/uXaa69pX/fVpH/bzTeX+voxud176/ivANe4OFET+CV3v3j50jXXLxdddF61Kxblr5Ot7V4LMe3EhK5dNbmYYNTF8IYbbmiTvHrJZgnOT3qIDZiTyvnnndffU4ITU7wZJ3j0Q/ol+MRAnCTt6p62J9vu+twEhnfHjnNL1+Hl1ltvXS644ILlwgsvXO5yl7ssF1981/5BWJ9ll26uWFgEKn07g3yLp0c8/OHLV75yXU2yX286tsYGMch4V59zE9cfdt900419omPXtm0jTsbHvn37qs+rb2oh4If8+G/S/vrXr6/+2ttxPXjwQB0X+3sReqR8sptkoS6sJbr6r050R+pYqIWr71YdPya2tZCv8X6ydhbwSm4niuehWtAZr1vr8tWJw5gTPz45ee3YPvonvjRvKYKffVVHM+K/ZbnuuuuWe9zjHnV69LG08Q2cg3U8tx0n9/R4P3mijoP6TTrj3rFdM0wde06aY+eJTPHVd73wOja+X0OPMbyrFhQWm07Idqy22ikwvFb2x8bYybckOH0RGqWcFLxjxoWKvjE20k8WyRZlJ+vkuNMCvWQdOFAfgauYiu3BesX41hrfW2qH4Nxzz+v+nC+UomvWm/hFd2KeMrZps0MyLmw9mCt3VDwce2Y/F0kWvi4WfHwOjWP8+q99rcezsbWt5BhfRw7VsdPHzJiTK+yVjM3ty/XXf63G2o6+GKKz41xk4mKsikmORTLF2sLZLbFjdXdASvzRzb6oS3Opzn88Mzx9pQ/NsVKOvdCBjfPbmE+OVF+crPmp41l94kHhmh160W9u8JZwnSwYMPJKL/rIjN7YREdw6uAp1dMGiw+RgS/14GZZwbfAs/Bnc7R/E8LSWYzhzGxUjEUz04VGKeMLXicZGOFlirrdDwsSCU3w+KRZNxh8MnzXS24pal3k2XYzobkFhcdXhnvBUiJrPVNdP04qdUnSHZEJIfaSq4PwZtHDdnhX325hOLGBsTnPTeRqBywptqJ1cF522WXLz/7sz/ZuTXCH6+rM1h07jrodVvw766qjdw5qYtxRdTr6cr3GWQ9fsSuZspPBRRfdpSduJyp2m/TP3Xf+8qlPf3r5i794zXLLzbd0DOBcXdFlcSE5iON7864mSHVp7hdxEUuLGv7+wA/8wPKkJz2pT+Bitad2YLb27Z5lOVCTwr595/RkfkefrPZY49SVxPHlgjrhkvOBD3xg+cu//Ms+EY+TzNApNnNKm52StrpsUmYjeWwSg2c/6xnLU5/6lH4tcnctUnzP6EhdZR6oxc75552/7K+3CupMIZg9UX/4Ix9d/vqv31on2Rtqot9fux7jKqnmr5EqFkNzxUO98g/+4A+Wjqf25Cem/BdTtsUmt0I/+tGPLq985St7AaQtJd7q8UVdfPWNfgXP+CqGbg8auMGHxolJH2aBqf493/M9y4/8yI8sj3jEI5bzakFFpv4kl26Lrk/X2HjVq161XHPNNTXB37Q8+clPXl70ohe1ra973V/WJOrKe9zDx8s2WYzJOF1yiwxePKJPXCwunvWsZ7U97HXCYqeTCVp1V3l1IPc4Puecfcv+g3aPdld8fWhzzB+7d9cYKh0HDxzuE1hdoi531kK51gElc4wDJyPm6Xc20H/11Ve3r8aGcSIOcOJXE0KPg3V/+MrP9FX8dyw+7Seevvz0Tz2nxrIvm9tx3bHcUZ+57x2hss+/vbvP6YuO7TvLjtqt2bN7X11J1+LVDlZfWI25yoXK7tppMgeYI2Q2n1O7b2yl/9Wvfu3y3vf8XZ2A99XYG/LnPjBOjD0wPulvdfCMpeDCpxSr+973vsvzn//8LjN+Dxy4czm/+uCYececWTItZpxYzX1sMG/v3rO3f2z413/917vfchtYf0aPuOKXwZJnOBv5DJeLgfvc5z49Jv/Dwx7acIuO3oWvef1wLSbPO6/mllpc9G59Lfr4/Ff/7xuXN7/5TU1vzBxmf538h2762WLRN94ye9CDHrT8L897bl8AsIf/OVb4wBalhfjb3va25U1venPNfbfVeD6/xsxq7GCsFL8yTrTjs1JfKHMMwoOFXpm4GZvykFHHXY1vePzg/GJrCVjBSpcZikkuKOqfhc2WulXXL89U7FyjrafYyI7oy3hBC5ZEt4wnaW6DzxkNfjTxMXxnozyjhQ3FMVI9TjGQsQlEHA8+QYlD4BI43tPJ3DJNMsHPZWSAzSkdbbDnlsH2ut94rBYyJs9eDBRD3jTQ62Q4MZlYbEXHfnLX62ijg7/abMnARA8W38jQlud6eNA5eB0kBrCBSe49L71kecxjHt2ThiXeuKUzrgo//MEPLYdvvaV0VDfW1et4INHCbHUQ1ARz3/vcb7nPfe9Tk97emtz31FXojuXW226tk8I5y4V1tf6mN75luenGmzb6jX1io3QQ8zH+xX42x/f4yaf0hTITgJOTCZg/hw5sXR70wCuX7/iO/9C+7qgFggcg63Z4T6J/+4531Ymo6CsOJlU7C7P8EbsxZujQjk712BQ72ZSrOydUeLG5s77Oedttt9UiZ+yM7asFxROf+MTlbne/a99CcPtxZ01aveCpK+gf/KEf6sXa61//ht7dyARnuigDalLoaWNDf1XaZztvYmkho3/puP7665e///u/b9vZZhERX0wyw8dvHCto4iu/QgfGr3G/GmaMVXGjm14LBfFU/tRP/VRnOzVO6G9/+9uXf/mXf+n+uPjii3un4WEPe9jyzGc+sxdmr3vd65aPfexjy3Of+9zlkY985PKJT3yiTq77l3PPG68Zx/aheYwB40Vi47rN+oFtfM8YcYJ43OMetzz9J55VJ8KvdtzJYLPYse9f//VLxXe8T5CHaxHqNtJjH/vYPuk7SdFj98KFywfe/6HaWfpqGVC7a3Ur4qKLLuyr7ssuu2y55JJL2leyfajzggsvWD74wQ8ur33ta3vRIJYWmEqpou7PKX6Aw7ORL2kr2WHHQD9vr1uux2r8WJyJ6ZX3v6L7BN85+87rRfKnPvXp5TOf/sxyeHfdwqhFf27zkb/Nzkzd+nMLWn9dfvnl5ctFHReLi4zzv/u7D/R4q+4tezbnlzas/hgD0jxm2M0OepLh1ZXxSx85DsVEHc+97nXp8thHPbJv/fUFQMk+Vouzm2ssf6LG9nXXXltyti3nX3DRxsLaWDT+zAWRHfvpjH1wsQEs4ys0sZs8x7CM5rbbb13ucfdLlsc//vEVd7t9tRgufnP59voq796a/+5173svn/nsp8u+65atFl/dr+OcNUzYPPnSzdZbbrm1/bZz6byhD77t276tjxsLYf2Rudoujnl2Vy1WXTizK0k9efYfTDt+p53Y4AfjP5r0EZi6Mjxb67yhro+cS0JvZ7OvvNDW8Kje7cVnEY8xAabPp/6P3bEjetKOXbEhbXSBzfXwpR+1JSU7I7+BZ+HPGS1sGCHF2BgZ44JHo84ZZQIdvFJ2wJAROLpOhStE98kADHmpK8Mz1xu24i0NZqGxerV4KNn766qbDpOsLbvt202MqyukmhirumFrOkLJRosOg0Zb3SByAEhgMpgDTz2TClh8VCazlS0m8K9+9avLb//2bzd/JpFHPfLhNZHca7n73e/WW627aoJxFfjZz352eclLXrJ8+bprS3OtwGslbtFTESm9dcupJnnbwhY9j33sY5YnPOEJy6Mf/egxMdYV7c4dnolYatK6bUM/W/lmxyV9kj5jr8QPdHxLP8FpS0oTmCvLv/mbv1ne//73t69od9dtsOc8+xnLgx70wO63I0fG7bZzLzh/+eIXv7i8+L+8uPq6Bnr5YUEqvuTUIGgZfEt/06me+Cljo3Ku80lyxegWzHvf997l3e9518rmk8td66Rx6aWX1knuUb1I6XFRC7FbaiI7r058YvHTP/3c5eOf+ORy3Ve+UjpXvhsowrLSHZ2et7LbxHe6xcuJ6YEPfGDDfuM3fqN9Y7NJUd+bOC3okuKbNrmJb/oj/o7SxFixqNj3CCi54eOvExMZdgNf+MIX9gTNhne84x1dN37Jd7Ln65VXXrlcddVVy9Oe9rTy+6eXH/3RH22421NoLPqUsZFsfqZNFlja6rL+Y79sMSPO+Cxy8Hzlui9WWSfhlTy3dF7xile0nYcO+YKqXZw7Oz+gFshXXHFlnWju2/LIt2tA3hvf+MbFrpITmt1Nt5V21y3Ghz70Ib1gs4tIlhOT3ctceeun7K4dOliLp+KRRoyHD/Fl+DNwaLTRid973v2e2kF5X8l2/I1bHv/7f/nf6sR6T6Q9N+xf9vdFzJve9Kblj//4T+oW7d56ENeO7/gWCTnmLifpvbU4cxv14Q//rl4cf9d3fVftCuzr49TFgZOp49JgjB1sEefYpJ4UH7Tjm3p8igwwMfrDP/zDPg49c+Lk/pM/+fTlQfe/crn4Lhf1wuFYzZk762RufPyPov3whz/SY97LC3ZxzEv0mxPJFmftWQ9dbIk9xoO6hE5bn0n6yy1eO52veEU9K1JyLSSuuurxy3d953fWs1TndGzd1nR83nTTLb3r8uBve9Dyghf8r8uv/9r/tRw4fNOyZ1s9WGu+bz1DV1lR+uxebq1bil9efqfm477N1TpvWp7ylB9ffv7nf7767I97wZ25MPayzcWythR/lPEHz5ziH9jcT+rhUzpOEz/jQ33wFq4u2N2Ko9fcaRzBkeE2cgkquFjCVewpw19ukz2OzhHr6Iz8tNkNlnNZj9GVX6ElFn3iMdS0toZr42PXnKMD/mykM17YMESaHUobThDkGKxMQEKnjJy5JDOd6qAY9wdXHVC40GbwkCPh646tcgAKVid59G5DVaXvuzpxuz9tEjRY6DKQlXZqyEkn4o2PYDoFX2BKKWXq2uSlg4OP7c00/YF34qXD5IrOpALmStp2vQdQDWAPfonlbeWHE+POXWML3oAFj16y2Pqyl71seetb39pX3baVLZS+9rXr677zOXVS3VtXJTf3icpVGXoLk9kP9cQjspug/sQf9vOVvWBkqbMPLxh7XWE5ibPTycrEQmbfGqyDDp0D04IGnZMfOtvbNed0ik5lcuKLIHVy9RcZ6MRzyDtYD6K63TauWD3sy3b4W+u23P2vuH8vCi+qxciheibFGHHb5uee97zl//iv/7W2uc8t+w4VT00ubCjfVyOu+4iuQ+W3CdfCwolbLPSrWPDN8y0mehkcbE/Fnc1S/Jrr/BK3GYbueF0tl9c9xj1zFTy5fJJ+5md+pifkT33qU8tv/dZv9S4MWfrawoqP6MXLDsk//uM/Lu985zuXX/mVX1m++7u/u08UYgdvh+vO8l+dfolt6uJIbuCBBa8fjQm8dKKnnx3n1W1AizAnB7soFl92i/bVif1kvY3mKtxVsRiRd8EF53WpbbzZ/XPypdOu0u7d1Td12JvG3X7+27/9237+hQ6LtUvqCl/P6SMLz3/+539uu9jXt1RKRxJ9spS6kq5kbbbsqp1hfe52neeIDtcY0u/ix2f0FlwX1tU+iRYLnpHxQDN74NE7Fu+440DfxrquLmA+9rGPLu9973uX5zznOZWf3XbrXzHBx7zYwk71JHGOfRljdEiBo4cLnz5CY4yqs984hddfZN5ZC00LyrvUwsvCw+/wGesWYp4h8pwLWjE1LtAkbtHdRqzsIDP6Yw96mVxlZBysxWeN/n4uy47R167/etOYzzxbeZ973bt3RM2fjsft9eD1k3/8ycub3/jm5d3vf1/LOXx47ByS6xhSDr3Ha849b7np5ht6vmXjgf1jMZ/jFa246Ce+aav70N22er7IDuPGpEVApfgnzupzwp++AVcHk9ikPrcDcyF7pJ5TtGjBY4zpMwuspqkoVe/XBWP5ZhI1Lsgakpumq6s/eCIbSD12px2a2Bt69qlLcDM8tjdy9SdyZt9m/JnWT43sv1PKujExSplOJgrd3HkOEhlcCt/pggPWeTVgQosPf2SRD5fAb9AVTMfa3kff2/w16ByYt9TtmzvuGLdI2AvvYGnbSp7BSp7MBjTJ2ujoMYDSBjO4HcBwmRTwZQJv+aWLPjm2quMly6TuAMbjAAJzdezkrhyTw/aeLCzWTDZW5BaA7KUjtosVeR4OZdef/ulLlz/4gz+obfqv1MRzcfPSwXc62eqAYA8+ciQlGj5JbIoPKcHZhoZNfFOa1NgUuT3JlS79gBYdGSYiW7hO0eBgmQwtOsvBjXjRNetNfS7JldiUupOeGI4T+Nhtg3dPWgw/WTsyr3zlq/oBTrJMyvqhlPVuipPhTz7jGWX7wY6HOaLMqqvq2h1bxYqv5IslP8gXW8+yOAmpiwF4xk4vaurETOec0kbHB5kecukpw1pOw6rN49CSzwbth9dDv3Zr8P/O7/xO7xrZQjfh43X7U6zJlNlnUXlt3VL4tV/7teXd735305J1QcXQLmf8JTM62QtOL/1zjv1o4NHxW3wzXsjhm52aN7/5zb24suhwgrFwMYGjwWs8iaX+HPrs/IxnUMi0WHJ89LiuBQ/9xrSF3Utf+tJ+tml3PaPDRjahRxtf6Es9tsdXcHza8Vkpgd1x5x2rxftYoLulxE52iXPbXWPoYC2+PJdHd7/xWL6LBX/6gf9VPMk2fvSJZ57sFrhQsXhCDx5b2ojVH32JV6zgJXazH1yswZPpTR1evFyIkCPmhys+eDpm1UZjcd+3uPtEXjvPNXbQ8vVo6XLMuZAUT/LIig72kJGkPufQJd6h4w9bLej4T5+dt3313I956m/+5q29KM8cA0+W8bGteF74ohcuV1x2ecevUJYzpVd8KvezleP8cnu9qRe72bCtnkkhS19u+Lgav3xju/jwEb0UH1KKndik5Edo0bcvJYMcWTsxUSenx0fJCC+8bydZ3JnLciHlVmvzFk++U6NNztaV/O6PzS7Y0MWW2IBnfdykH2Mf+tZVtGwMfcr0oTa70WzYsvKRjLOVzmhhE+Wc4qBSSucpk2ZYnEkAwsPp0KUemoYXYQIYeHjh4WbZvctTAe7AFaEdAMmOxy11cnGg2fJ2EHiwD38GV3F1p6AnU4KPfnR8JnuDp+qSbVfPZUhwOjEydCYevOAGN5ysjp496OhCZzJzwMC78uyDp7e2x6IDfEyS9VZAbUmTP+Synd0WFBZIe/ugdkJ+y1veUveH39F6XAHTyR47Qn0yWNnPDnAy4w9b4zscm+Nf6Ngen9hiEkKXg7RxK9musMmDd3vHla2+ImMsPjavhvp1+rIFLvZEP5nqc0aTeIObjJQd24pLYTs+/HcLSE+jf9e737W8731/17HAs6ceSLXoscgxST+nnlFxNUrWOCFv6YWBNlklpHF4+CxOsZlNsVXJd34mdmSA4xE7WV1CI8Nv9k0toEunW452alp/0cKry/rVguz+97//8q53vauf73EipNtOAXnsHAuHMWnnhIDm4x//eJ9ELYbBz60x6bmR2KNkN53KpI5z8ZMhJwaeg+GztvEm0R95bHv961+//NVf/VXHlw/Giavf6HEiYjcZHhgmx60Qu4+jX8cYLJLiHcdgb9XXsWRn5p/+6Z/qVtXrli/W7U969SP/2alNtt02SVsCo1979gk8Gd7FFHzLqP6zkFFnKz384WN81h63BsZE7+FOOtwKM/4c82jsaKqLM7tf/epX9wWK8QFuJ8zxPscajk10syG2K2UwKe34ry3hV6eTDONRPzim+aXtokPs2Y1+/+qCpSJWzzaOB+bxwoUn8umfM51wYB3L1Xjif2Jn7CQmiTOdt902XlgA8zbTG97whuXLX/5y2+j2pc9KnHOOi4elb0l6gJ5Ndtc8g2lM2/EwEbBzPGs54pRYWDjELvawg4ws0Nk+8MMvi4n4Fz6xFDdJXCQyRmzH+AIPDj4y+JY4JIaJl7iw3ziw29gT2vhTu8qrsVWyenxVnzW/YBSNHWf6jMl5DNAb+eyID4HHxvjEB3V0+MLLPzl+GD9oZ3h8o+dspBHZb1IShxiSUj0BEZwEKDToOpClJ87NjicA64FjVvOtAhw6cHLQS5HVtAMwVqirDkMbW1wJ9Sug1bkCS4YgWyCMYI+Bh6c7vTqI/fEpesMbm6ntXwuvQYUePHrpTpp9iE1w6PHhMXjtMOUKEp3dDDaMlfnYQTIsXTF5YHAMLlcxYxIgh414IvP888+tq+Gv9LMvDn608HSzy4Bjgzg4uAOPrNjIXrA54Y+fcORGNjp4C0vyLSbHgTj6xcSCBy52RHfkmiQiJ7rRhC+xRE+OtgkxNGKKFvxwb9s6aMdbX2DuSfeuSj0A+bKX/uny+c9/frmkXtnVB2Iri8mDH/zguq3z3J4MXcFKJjgnRrr7JLPSQx/94iC2aNihX9CmZG/iHd/Cq0Q7t+MTB4w544AsGZ3cPlX7IQ95SD9QCeZNJ32Lnz5yI1sbjq18QOPKTwzf85739E6B3RP0O+sbLR3jVZzV5cjCk3Z0KMHG9vx4MFMsEj+7RPCf+9znNp5NYrOTu5MOPm32kS+T6VV0NE4uErulQz5WVrObXR48FZWNBSh6CzbPQKH3dp54NV3paD9M+Kv4kDfX2Tn7Rwbbmq56w/NtYolGLPFKbiGnn93ylixK7dr0ObVkWNCg55/jU51sMcArGUef+9zne/fJwrXHdp+8Tj0uYxffyCCLj+zSlkNDbuwEN5aMebKVcOM2Z+3eTnbhH/2zunhBV/JdqPDdgoxO4z+6yUqO3tijPduFLn1DF7uUyejp8Y2ajm3d2nYcf/Zzn13eUbce8XoDTp8bz+zYWd93edIPP2nrrONcAABAAElEQVR5wAPu3xe5dFQk+vagXQ67x7ng1U/wY7zRNuJEFzvNY/xij0RffFNKKbuxasen0MdncjLfpA+U8Zss8R0xHvLN/3aipLHQHHNM7lZ4/Vxy25+ck1WWwauXahxXm+Mm/dB0q/GBlz4JPkl9ptNe9z20yvU4xNfIWMfPvN9s/YwWNlESJ7TVE3CdNQcePk6HNgHCF1zkBRYaJecFIriZNvXoQW8i7CuhVbDLoPpgUX2TwBV4DVwTj0EuG0hk48tOjnr9b9ioj4lAnb74l5JuMiT4xKAB9cfgB+cHXPD4Uw8vHVJ2ntTnzo+/nu/Av6uesTlSv+Lq6tTDwgayCUXbYL7ttjvqoeG71hX6wab76Ec/XvfrP9EyHbA5kTn4tfmRWM8+0bvuf2yZS/bGh8DBajpr+Cw/8oqj7eFnEl7+dYzqahQt/AwHI08pS6lHjzYZ42RRJ8aO0ehHNOJf6nss7Kj6B+r5jj/6oz/qb3Hg1Xdj4TJ2kp773J/t19j7eacaO3DGUE+aq5M1vvge/fENXFKGjg2hV84nAbTp/9mPOn2c4jv9ePtEV/otyr7/+7+/JvAH1DNVX1u+9KUvrcbLuPInKzrp7zhQVgnOYsOJ05WvRYATgzFibOFzfG2c9IqeL/FHyWbHmaxuAnZVGR+iPycH+u3U/MM//EPT8ANMH+Ukz7boMaIcr21Lyfd2VF+1lu6+fVl4JyhyxJMs9jrx3Xjjjf0pAQ+h3uUuF/YxwJ7Ya6ySmzGUmKCJ/pSJYcrs2sS/lGRu1Es2fuPOcd6VKtnIXsl4jQ4xEsMslG688YbelbBb0rEp2WjpZrN67Gk9NBQsecaFPri003/hx8N+2W0+C53AlOFPSY6FpTaeWU70p0xc8EiBK8HYop4UPJmh8a2g8rDoa+eoXhB5yUtesnzmM58pO8vuuo3k+0YWKr7l9ehHPWr5qXpWyS6fi13xdYF1vD726EOONXrrlqvPGQzd9Jeq9kE9NhlPsSE2VVeMVPSBzaU+lmZfwcSAvMhHg08bfM5gMt2yb6qhbRlV7wv12q13G7R6oGPStKtj0M742FGiZPiVsU8P2+TZt/QRPeAzHo4POc+RMfPikUKHNjBy0Ju/zlY6o4XNHPgEOGUHb+V0YCk5IKGROJYcWCMmXNqRmxJ8nRcOLOWM15EWAiaLMRmstt2qQ0In2H07qSZBaUzEw1Yyk5zITPqZkHUWfPxEN7fB57Y6neIRnjk26nlFXT230qI/JRmS3Qa2mBDtRrmaMOGPq+Dx8whgBp2teA9Pvu9976tJcmynOgjYkRMjmbON2kngknI9gyeWm+WmrELWIVbtld2hd2Bt0g+fogeNlBh3PEq3Np7Y0DFbxTM0KfGHbpZrHEjRrS6OkhOsh67Z5kFP+jxL4OTu+ZQX/Kf/tDz0Yd/eMRS3HJQm13XbYie5sZMd6usJbSa5+eCP3bF1LhnpeQN68ehn9L5ebVEDzj6Lkr66rbG7PvGwA08yvGdvsmvj1g3Zl112WY0zx0eN35UPbInPxpE02xeZoz82aU2k7HJMSvR5wNfuCx63mNjhxO1YtAvQckv3LJ9uPosBG5MdA70j0ieosShAl1txdm08P7Rt6+6GJSbsyS2h9Bf74mP8SQk326MuOanjCR9YudW06qEjp1q9c5O3onwq4Lb6LAPc2B1APz6LMMbNll4AfuELX6iF9Riz/dmBipM+QEN+dEdX9MZ2+M14bdbRm086FlVHT67dGQ+q5pm+WS7Z6DZ+2oDBlUKjPF1Gww4Jv4QOTHvug018E61kD7m7a14eNtbFRh2r/1y7Wr/3e7+3fOHqf6nX68d8bU60qHVx+xNPf/ryjHpmzhet6fMgNLy3Tj18Tv+Idfr+1GOkDa0/bIpdYLE5sJRzn8Qn9sLH37k/xpgeO9+RGb7YBd78ZSsZjhO4b5Q75gfy++3JKjf60Ocqpjirx4+Wveq35q16UmxOGfyw49QFamSGRvt0ObK/1fKMFjYCx/ikBHuGBTeXsyNo46z6v5d37lA8OtAEaVKCyxXh+An2usqvjpZ667doHMROXrYn1fMsRAJeAppn+DQmiOhc90U7fvBl8JzaoeGJj/MkEp7EIfx8kvP2k8luM/FndSCold6xkFlN+hUTJwQZrpq9o5ATCP189TqybVeLNCc89jmQxBJenlPik5izL/amzIkBzZyG7yBlu7FTdp2a9P/qdt9Kb2Lj6ov8mvc7RVfDVkL4lEnARKzOXiWclJOo52lchcXf9qN8Qeujge7Xk3FrPTT5F/Ucw+fr1si4h+4LznX7oHzzQOXll13W34O5az2Ay2+3aciw/WvCYN+I/+bJZdOnzQUt/b3o/oaYrJxbFfxI7Onr8V48/BQjpatoNHy1WPX2m8WNtp0Xzwbpa2PBMcDPllO2siN9ih7OAkBygnMy8IkBuzd7a2zR6VihL37O/uETj5wc4RyD7W/XN58rMAbZ8+EPf7hvReFDzweJrllHHaHdznHAb/GRxWHwuOKssVN9fbgevM/Cnn6LNbT60Xd8jh47uPFwNDib5/HVAv/df+axv3ki7587KFSFayMldnzLvJVdBeNJTNgxfBLr3OJ2TO/uZ6Q+8pEP10L7LtWPJaNk58RGCbkSPYlLA+pPxmfK0CmHPWNs4YudaMXPzphFLVfQgsvVaNo2hKBOUwxWsoL5t0r6pNgRP1LGHm318VG9Ot43+n/wn1efkfBM4Rvq+1P6+rifcamxY3xZxOypL6F7qN5bfxaRLlxc7PDRGCCb/xlXXt1XTxsumS3mFQs/x5R64pX4dIzasxH/HHtAoWFb/J91Dz+HPeCxbei3MzlutTvGnIHIYadzhzEhsdG/1X+AlpNFfPTFRzoS8xawkhE/hu4Rn9gMJ35JkQGuLodGSUZsVT9b6YwkxaF/q2QcXAKkTIfFwQQsziqTugMq6NJMpx06cLKk0IwyE21jemu27axJQUeiiW064JRnN6rHDQxbk2T3MFjx4IseJzrZCWIenLFNyV8nh8QAbI5X2vDoXJXCR0brWt0bLa9b99CvvmqvZO6ug9HT8K40yEPHPlfAbMwAYqsHRh20Pgz30XqV1smDrRlcTmqxjZxkMDntxD1tZWBdqT/Dl/TrarIqGSXE/8Kj9Gfklg+0SkNmE7VeeDEC7/6pUlt9PYcmMR+2lGq0HrIrXq8A818dnUUuvBOlnzj43Gc/t7yp3s65o75EfP759Xp27Xp5ecLVHp4n/dCTevHgI15ZMHgYEU5KuaG74OoyXMO1Sx/9PAXvcVl2KCMj8tJW8nncDhqTlzoeWf9bzNihkzxQ6EuqxsB4eH5zrA37Rl+TKYkLn9y2scNnvPziL75o+eVf/uW6RefDicNHdkv4Ylvsjq8p0Y2JdtDiNe7GzuLW3j1hH3rHA/1ZoGdct9+rk4Z6RbKP4bn/E4O+mCmdWVyRi8ciB40dHc/0eJjY6/fo6KleaP/QslFuvSsf409KfsGP7AQPMmCxq7Crvh/xii2RIZ4WMtp33H5n95tnWfQVW33x2u21xEqcHO8uUG6sn6mozaHug+yWsCU2zOVcj0+xcb00F9ADjlYcxMcCYp13XpzbkY3+qo5xXor5Fv3wyWDRMdPM4yi0Kc0Z/s1zh+OTfRbKN99cuy/iWRS+d/Px+rDk2KGthU3RxNfLLr9s+fH6qvb5519QY72+Ol4LHuPGnDzGyKmnyIxZJRnpvy7bj+r36su2bOUvHHpZfdOHERMwKTGgNzl24gl/5EWOrlYfsahiI7abiys+5dgbC/7SUfYnxvSTL36xNSXZsWMuh86hO36RE/vwo6EjvsGFFk6dzmT8ZyOd2mv/TokMSmbwbHg6ZA5YxMaR8IJzLCnw2fnUdVpo0SXA6gIoERUZJopeQdckuMXCoVfgA6+Ds4CJnWQM+TXwzE3xcXVQR2fKWT/ds99wZGWQhNYkkcUQ+tCZUN0WykBSNu/qCkGb3rJqxTMGBJh7qF7d83nzXkxV3We93XLwmu+9732fvmrVNqFLZNPtY1pXX31187FHapmrwa2eDMcnbSnxApPX22BS8CmbH6pWCOpjIh59x6boG7jNQa9NhyyFli9khy/9mTZa+Hnx5sTj4NYf3qrxrIBbSN4w8rGzI16drHj4rsyb3/yW+q7LF0r++MDYrtrpo4PeCy48f3nKk3+8X6e3C+CKz2/okBc76I4NysQppUlWH7KvDNUB7Qvb+JAUfxMDcunoB5iLjT144OeHV03ybHPi+7Ef+7HlnvccH4lzm0TCN2wRV7DRl+wxLunNbtSXv3xdLzbcmhM/vLJEN1ptdqvPJ0b20uMEKG081Lvy0XFhLNIpHa035NgwZI1xYvwnJl3qR/yrPKI1xgxebwo61tE6UR2qLxZ7yNJijT2OOc/YWBxcUFf3bl9I44HX4ccc7/QB3mT05G/mEQN4sMGTRR++MR7xNY1j2oRT8DtrDIqLBcvtd9xeu4a3LH464CEPeWjHJTuN5XX1vThuqe/avG957WteXYvY8W0oMHKl6I+t6yWaGTbGwaZvbE9GR55dIwtCdeMv+I590bS8ptu0YdZB54jJHLPMa6sxUvzkJ+NJOhU25sG2ja3FY8yJ4Y7q5/31Fug5tbi32/jyl728H4Bne/+wbpnXx0/9Fp0P+z3rmc/oedPxyEdzpTEjRWfKxGLD95W/dj7oHm8pjvNJjhGxVZ9joR78DCeXbbI041KPLUr03ijV7ca9yI+do3ouqf6xp/laGnmrdjHgNdeRM4/16AWT0Ilt+lzpmFfilWKbkl/hDS06cDbChT56W8hZ+jOs/iaFxVDOMpaBSnAwSVs9eaZDH8dCF3xkpT3K8bR3ApESTjJYR2etBo7PEdXn1MG2eWuoXtOrabg+1leD+mj93kx9UMrDttvq92fcsnJC6218g6AGpi1HV9EexLUgSkc4YfXgLFzDqt3+lR3a5LApcVAmz3FQj+3sVwerobGRnUj9HlT/dkz1kvHlRy0934C+QthvSh2ribtcq8FZr4PWQ2/b68E4b4rsrk+xP/VpT61XG7+tdoZX/VRC+lXAYrbD4yrG10L5RKasHvsSZ30FJ4GhmQcjWPBKPkvxOSWcLXk7Tp4H0D/qJ46fGrMxzxuaDjx6h3z8sUmd3MSaPeyabcsYw3MKvn00CVS87L7UeDlKVm3nHytbjtRWu7yzFjlO5q+trewvfOHq/tFQJz2ynKB9Ov/7v//7lp957rNrLNUYqLED5qHDXXWrwEnU7URjqmNSjvmFZ7+W7XbVjpKzpWJV0S95NUGUzDx/xGaJnyln/+c4bK9x7RbGTn6V3R6A3ia2pftQLWrYtbV0X3nFZcuLXvALy1VP+N5eCN9RC2ByyOWTsbWrPmI24mqh4sc6by7bS07t4Lh9a1dhf+366ZdMbOwTd8nkR17szvhX0uUZtjq4alwXbU2M22vx4aNu73rXu5dr6jYXuVw+VHEuhtJbb59sjAOgVSzZXfEynhy7TkgVzY51+1S2OCaNsfFQcR0/NQ/UIVU84lVKauzJdHugfk99FiG05o3cTog/6yV/6RI7WcJjxzcnC73XeRUTx3U/XOx4rrhuKYP82vT2bfW5gJp3zqkFygUXnV9xrIVdfbn4UY9+xPLsZz+zdhTOK/qcRDwrWLtLNX6/+tWv1S28j3ZcxaN9X+lSF4P0k36dfYA/3TEz+4MHTfqveqf9LEWnyEIX+akjpCPw6AZXl+BTJoZgc0arHbvm0mJGn9XZu+a/unVX/eDY3bt393K4ysM1xnbVz8f87TvfvfzFa/6yzgNld/W/sWdHkG92BX/6uc9ZLrvffet4qW9O1fM4W6qfHEcS+/mfxJbAZj/AS/zK9jEe4nN8mP1KfZbBNzYp4cMHJs3y1Du2deo4Ye6q7CJJaH000eLsWP9SvdfL6xiv8WUuar3moNKRsakXIpuepMCiCzzxD4wNMrlzatvKGLZbJOIbY3g8VD78HD72LpJz2VlKI/rfpLAEPM4wUOYo49MOXcTDd1ArACnBksGktJUjOCMQ0Mm9Mi5dI8gGQuWaxHzBUx6LmnottLZzT9QkeaKuwuu1qAqsb1TY7ub6OLnW4V2LhnFytZq3DDrFj9UAYFuuxsfCB99YyFkw8Dt+oWW7nATfC6KShy70Tga+0mlS58eO+ow688r7Yq0T3/YaHHXxYMFi0WXA+iZNhaev2P0C9hbw+vG32+pkta2+T3PLrTfVb9Ncvtz1bnetA7lO1qVjnuRcIXuGgp9S7NE2EYp9YPDpk8DYjlY7/TT7G/6yehUDA1//jEXoyY7/WNg4GYxfwyWrYtw/WlcOrxY9Ncds2Elu+oZdYpcrCbbI7HAAJfZ4+KSt3gdz9f2Jkn+gXq/1SfhddVKz8D1YD19b0ByHq5Oqul2bd9e3bXbUa6Jex3VS2V6LAK+vn1O7Os+u31W6733uVb9Yvr8Wm/Ww9tH6KnG9hSHuxpNfdRYHtxI8X+TXkC1mLHCcBC1q/HJ47HMUZGywFzy+tf0F004cLGKOWnjUbbCjNTb84vXO7VuX232IssbD7hoPfmX6aI2T5z//ecv/+eJfXv5zfaTse77ncbV7cW7bYQveRE+mBYyJyC6fWzRu2Xkwt1R2diLgixiLPR70bDKulBnrSjYnWUwa4y48vLXncwUWj//jJX9UP1dxfY3jOn4r764frSy3a+x72L9uKZSc4yVna9lhF2Z7HyC1E1Oy+C/X+t1BM+yqRcORyuPbUjWp1rjb7Qvddfz7UJt5IIvmD33wI7Xr8brGmRvQ9snSEVhGpF/4yZeMLXAp/ZA+cqyxsU9ydSKpoTRyDeQSUfGpTzo4xh3PVa9QLsdqjqolW91yuq37ynHu+JQvv/zyuq18Z8W0FoUVN1+19aOgjotdFRu5F209soukbJTZxaYcH7MvsRVNUvi04SUwfYi3YSu545mhcbyFDo3YmBMTG7joTYmGXCl2RJ+SvuTEHC2Y9pz14VELVsvamt/9WO64OCn5NTZM+4eqT4+Vvle/5rXL+z/wob5A0TfmQzKN+8vuc+/l+c/72dr5qi9YH6nvV9UC37eMYhf962nd9o5f2cPPxFIZv7PABMPLj47XKh7gaOY006rLkacukbVjR33DqS/m7YY4vozL+lODxBtTFg41EnuuwVfRal4LIbfg+/y5GguRq0y9ietP2mwXOykwZXxXZs41N9g5Rm8sgg/7xvix2E8cWuBZ+OP1hm86MZAhcYJDHDVQ1OMowYKunRJsHZ8ARd46zZiExrMfcGQ5SVaxIbe7qSaJWrKXAoihx9XRluq8ml9qIhmBt2XI1uihl0yJH+xzFTgeNB2ryKFz+AIfn3SaunjoNPXICE8Lrj8zX+pKiY+DtwZ8TVzsAxMbA8FT+jvrpMBWDw7mwUIDpqaSPhm5H2/yc6/44MEDq0+Nr3amSp4F0dBhgTGufNkYW9ixgS//pfTJ7EviBRZf8QWecQBfEivrr5K1bRy0XO7diSp7d6yQ7OarbOt0LPLGfWyw2KiUojvx0Q5N8Er9Aj5sGf6BD1j1dy+08IIZJMbV+H7K+XV7wuR266131I8kvq6ep7n38vhaDIij205HthyuX0nfV/B71m8qPWd5+UtftlxXP364r07Kt9dzOcaQ8cEX+nNrR5xcWbZSxkiFjw+uQk9Wn2vPdqcduvjrZH/06Gr8qNcJ3e/bXHPttf0VXL8Av/3IeN7rhhtvWB7wwAfU70FdsfzYU56yfPX6G+qjfZ/s77r4qq1nabyRk6tZOvL2mF0bCxqfF3BiLo3D9vqbSUzf83keF7PdfIfzcciTJ8dugue+ZHx5/sHiL6OnAlX/qo9WfdzyOmSjz8cCRT8Pyo5L6eldzyqZmVjl2I99+rIn/ep3YwU8OCVd6ykwMqV5jPG/2Hocwzd7G8aDYccxi8wislvogggNPtkO7JG6rWBhJc6O79ye6+OgfhPM4sxzHOa2Pk5KgN22EYehm11zn2jH3tjfcSxefRJc6ILTlsRCat6yt3ukeBOj4feIV3gzOtJW0pWkHhz9Mh9Ds25T/Ikdg3dIc5zmpLnq8kKYS0te/bjoztrN+Ur9Ft/v//7vL/eui5B7XHKPxU+pmDMvqOdrDtX8etUTrlq+8Nx/bprzzrugef22IJskcvU1O/htvLIBTGofql90dPVOw+CT4hfYep08MBcGiSk+9ST4ua3ONtmdh7HDbyzV7lX9ZExfgNWY8lMddLLPojMWkbetLoCcH8cRFsyY9/GkP9q3VR/FHrj00ewnfNozn/rYMXKO3RyP4Ohn36LjTMszWtjMhqceR5QCFmO1ZW1JGVzaHApPYLO8Ads8ICKvxBYfrA7JYbTS42QCY2DQXYTH6xZBHvw1SfdEUoOyrOsTvY4iuweQeuHYyj604JnE1GMjC0KnLs1+qkvoyUp79rkMbF9aRx049MyvfNt5kg/XjkFONE4+DjK/geI5CjzekPCl1osvvttycb0Rw0+3RnaPQLUNfHFQsgO/FJtiY3wDTw4uvmsnowk8MRoy+F509RccLPKERT0y/v9KNkrhVUcvnrPMwNFJM30D6k/4tGNTiaq0GjPV6B0Jsa1YOQl/on5u4U/+5I9rQrxb3d57aC12bunFJS2uqp/1rGctX/7SNcurXvOa9tWixuLTro7JStYX/a2MVRxo7HbpY0dfabGibI/9aCQ2JwXfNAWH65hXaQybyHbUbstNN928vPfv3rc84pGPqCvR8+uLrF+tN6Mu6j73HJa3pu53+ZX1a8UPXn74h3+4J3nPnPhJg6uvvroXO0oPoTu58qdf9y1fttXulUOODXS3/qkv084YZ6M8T5Ta4ptjy1gEk3pOWPUhGdt7F7YQhW6aouvJuNojHrjw5kSwGregaEtWxgobJHALB31zom7zgqOR0WsrT5cCn0vy8FQx7K9FiMWVtmuuIUm8nMB8rG/MR/sPHK3bYDVn1lwmBp77GovIbf3DqWMROK6A0WQBw848yC7e9MvgEpgExs7k0AWOBi7Hr7YEn3LmGfVGbeiic5Y3sN/4NzGN7FDQH/7U4eZ6xhRY9OE5dff+1B0deLdpLQTtNPoek5+k+KUX/ed6uHhvj73x0sX2/mX7H6/fkvrQBz9UH7P8TI3x8W0bz2gOW4Y96uTKA755vLooK2x3dmjahul8EZ/AU49P5MW3yM4cHX3gqac0zsz7FnguEisqG31aPdP0+rcXNmK9GuPuVNg1LOLVruLmOGFT7KNH30nK2KicaeiQ0M/8gTk+R9jGohyNFHndOAt/Mgt8U6IYzyAOmpQyWAMnLPXZac5udsRwKO3glJyUyU0QA4MfAbPIYIeJ4xs7g/QEzZWeWwB5lsNAsbp3Uul6DYbstjh42C5LsUMpZZCRjScHG9wci+gGj83xTTnnwbuj33iw4CjksL1KJ7t8e8SV/MFeqGxu/zvhWKF7INL3Vcj1m0R+ydtbMZ7zQCOOcOxltytV9fU028UHbWUyevXEKfCUiV1KnyEXM7ljai6Y5G3qW42ZOtD0aeSljF4ywOZythGdtv5SSqkHrj3DyCuupkdDtpiJkzRuzWyvt3bes/x5/dq0K+qNONbtKrsN96yHPPvV0cc9rl8ttfPg43BkOHFKnms6sbo10QB/2FiZ3rZjis2wa4Nyw77Zfztvg658KF7P29SRU4vgsbv3ljf/9fKRj3ysx5BxNH6cb+mxxrbrv3p9j9t71FeWfVX5qquu6m97/NIv/dLyu7/7u8uv/uqv9g+AuiDgs5Nu933V6Y0trBRTx8AM7z5fuQBuHErGQxZ86mTO/aOeTC7e+tMw/Hp2zMdgAz7oN/sW1aDTv2PcRmZspJd8doGxV1yU8xjBJynRRQ5Y+NTxhK+Ims5xW6MWuuSOGFhQWSiKV23c9IWGN55o8S0qsfETHj7971hNYpcTdeIae7RbVo05MG0+GcfqbEyKvZGhPWf8UnycS3Si2v9W/s149UlVVG6U8KfEaIUBk8hPOcuNfYE1Uf3R5ufpZEaWODtmJReD73j7O5aP1TeM3L53a7Sf+Ss5dm8e8MAH12ccntPHy/7axWGNMRJZ0a8Uv2R4Nrgg6hc65nFQMmb74sssk21k6sPQKuc0+wmOP/qzUAG3sBkyqk6eXWiIkl9M/jcvmHOg8e6ZsPhJLlsGyxjD5NHPvtgx4+e4rPuXdmhasBE06Riws/f31Mj9O+XG8XRADBbkud7tCkhgCY42GfApweAlZdopB2xMGtUtzTcC1n21mja+0QG3PEpR/bJpDZo66P00QW956/DqqOpt4rrjZ105EYNJmXyVsXO2f/Z92DUO0MgkA1yKTHIsXPpgKFuUElkGmSzhc2KpynJeLVb80JwBhs4zNXAmP7s2ZD/xiU9cnve853XdTzBYAEZWBiXd+KXYCBbbY6tyxsf2Zqw/8OQo8cNHB5pcTdXR1Swm9r7jU3Shjy63BHqLveSRuZ6jgyB6tGX1f6tNB3vgw5d6A1ayIiM0Svr1t+cbXO2R9fr6DRo/MWDR2GOrxIrtzV+/oV+nfnp99Ovi+oFRvL1DUyW+LC5NNHPOySg7aPSyNxOI9rqfYOTH994ur908V2MW8WNcj9ecfXvmFbUYu+aaLy33uPTS1Q9x+jFVX6T2+zrjtVaLM2+PuBXlpEq/xc4z6/mh3/zN3+xfBncytntzXj3IGpvYEh/4qJ5YKrXnnJjMPvJFDMlMXVs9fjpyjI0i2ZBftW6DSX0BU4ucjKs+qOsPOyKr6VYMdJjUE0d0UsYMeFL8nWHo0UrgG7au+DKWw4veeAqtukSE+Dt+XbiIsYuUxzzmMb1jk93YjTG0Gs/sJyOxI19mB5i62MdmtiY2YKEJX/BsAovd8Us54DXOENWf+BIdQ1YjUGzo7kb9ISP2na4eOdE9yyCbjXyKH0PfuGCb4yEust0Y8XS8ehDdbvc113x5eVW9Au4Xv530+/eiyi4XYZ43ueqqq5ZHPvKRbTJdvatatwZNYa1bjC0uK8fe+ZmjOY7w/JQCj2/hVcJJaGc8OJ3xWTs+z/TNh9e/kjd8d0yVnZ1rnmw9m/NuCeo5LGMousklI8co3ZlD0SS26nLsme0GS5u80Ixysx25waM9G+mMbkUxhtEJRIINrp4rHsZKKXvCnfjmoKhL5CaBkTcCRE5OsvRro3cg18Do+uqAUgxhveVmYJJuZ8OzB65ydc6wuxDVVm+B1aR3e8GUyQ4ayeQisYm/8tzR5MjolYkV+sgY/gxf4geckw2fSmTzoksSw34F2Tdr6oCEu9/97ldvUFy4bKv7qa7GHbyXXXb58uQnP3X59m//9raL/fpDljJI6ctOQvqNDvT8IT++4INLP8YncAmdhCc0KTfgK3zHoNzqj0L1tuTmZFzQOjkNGfjJkyXtZPqCS8nu6EwJFlvBtGUJHzmRCZa6UryU7MXjhOwLpbfWif+///c/qPv091muvLwe6qyrPCd8W8C33354efz3Pr4fJv6jP/6T5UhNpPvq4eMcD21LyaLbFFRdveEH/W1TdT69bIu9yvRR6MBifw3/epjZQ5P1oHkJrbm6Hpise/W12PEw8Vvf9rblovo43/N+7nl1++nSkut3yOqbHxWKedLM5EmHMeBnGNh0efn54he/eLniiivK9/+2/MsXrq7bb97cGYsCizL25TiIjUpwOb6IZ2Adh/IjNoQ/8Lk/OlZ866xV8ZLFsmSg7ZEyxa11oa8HlKsjB0/Ro6ULH93qErsSg8gFV1/P6GIfmowTsBLbuH6AWE/roEr02T1wsnEMeyjbd4Ye+tD6gvXOPcvh44f7bbpLawH6vd/7vctjH/vddSszz2a1tz13nazJrkZJy6TPOJDjBz3sZZMcPP9iR+zVjh/K2U9ygo/MUdYxj7aQga/LK6Eta8RjyCGLLVL0wM9p1hk4HnCZD2nTSY60rh9NaI3TI4eP1wXhOf3K/537b69bUh9Y3v62ty//8T/+aB/bHsC2sHGcX3zXu9Uzcz+zfPbzX6hj4IYKEA3jHFPT01jQsKV01AxigI0YVj97i7XntoLFJjbGlvifmJMsoZlheCX0gYOlHXpyZec4ixpv+krtc+1SCY+FzVYPFpesWiLV2KkYri6iK0qUb+ggNzl9owRLH7SC+hO89myXdnCRpYzvnh2Fn3nIRnO20hktbBg0OzkbBC6hacOrHnOb7jSBm/kTxBaCdxXQIWXzYLETsBpxFaTqjArUOEQCP7Wziqg7UIebVJTevhjyawKo++FSAmz7WOIDmvhsEGnPHYMu8TDhSenYxON0bXIG7TjYhY6ZdJEzDwB0PkDldd49e/YtD3vYw+qDab+4XFjPTHgb6oK6wvMGiwfGLrzwLsu11365n/2w4HHiiR/kOEAsatiUDJ76uq18TorN5CUlHokN+WSAh150HXj8k/tPBsZKEJl6sXd1ipc8mSxxjE6wxJv85muhm/0Vm+DQph2bwWYb4ZPRwFvEgrlFYAvbmPM8zdtqoeC3Zl74whf0yWTbtj3LuXWCuuZfv7jcq74b9BNP+4nlne98Z33K/ep+GDa7FOKS3BOLE179723gmnwSjsQ//rIntsHJwbUftbi3CzReVXb8jQUZPmOC7S9/+cvb1p97/vP6C8RieO655/Vv6iQWkctGeCddx4kFjhj4Do7dwd/8zf+nH6wnH09OqGzKgoG92rGbjsQ0/UcP+doSemMVHb742vTiUxNih2zCoZEsFrpczQLdKOKTJbPhxUOmFLvwkp0+gQPTluDCo72pa0zy5CTNuJWaRoUfPtn4Ns4vufsl/WzTA+7/gOWel957OXryyHK3Sy7pmHhGzon4mmt922dXXbiMH3m0pEkiLzbQkxirw2lL64uw8CtDQw6e8MZuNJGllIJzApeiFz4yhhzH3rAldqKPnNCmHd2hOR0cTXLw9KvPmT79J1944UX9vSJf4ca7tx7ud1v4pS996fKd3/kdy92rH8gw9nw2w/H4+Mc/YfmBJ/7A8vLa7bQYNe6Fk1zjg645Zhu21xCryBd+xCnxVaJXyuHna+QEluOJTLrg1XNRPccHT2lq25UePeCzB9N95NJDxV4mwF//kfTF43x+Iw8SjTRkjoub2AYODyerx6ch+1Te+IgvMiI/cuCSyMRzttIZLWwYwLgYzKhMDuoCa5BsBGB1RaTD8MHDBQ8+n3zB6YgevVGgaueANfGMg6pfIa7bOX1VNECbsSkm+hJIv2pqgHrbyfYjofTWfNnS+gRTA8nzEbaG7TCZFGIvOZmI+c5ubYmcWRce7QzMyEC76dfodLLckhoPFNYDpvVml++fHKtvWTgpWoiZRM6vt53a/tXJxu/cOB16ePiCCy/ok4+PeV1xxZX9iXhb2BYwQ3eP3Y45/dnWVmcjW9Wl+LLeX9oSOjajk7Lzk4UAWfCJRxZ7tmtHPGt7t05EXrPeUu/oOj2w0VWgA88DqnSQHx2xJXIzfpRo8Ev6Q46NoecjmshjWxJaeDrU4SIv/CYJbx14lddtqT9/5Z/3N4K+7wnfV320+cVTX4G9//2vXF7wC7+w/MZv/N/LTfUdGPbQSxZ7JQ+Ci5sdRLrBLZzoZoOEXmYLGewLjDy0YDvrFVfPj404O26czDxbMR5Q5aqvJ//Zn/3Z8slPfnL5oR/8ofo+yqP7140tXowviQ7jjT42gNuNyoRqgndr6h/+4R+XN/zVG3uXkB0+V4+eLNv+bJL4FBvjx//H2r8H/5/dBZ3np7vT3Uk6nfsFctE0icgCCigsKO5MwJIBlSkRd5cdLoL/jA7LuP+oVVNbOFVWubo1u9aIWKyzoqw7O1PWuKIRLW6zrIaICjigINcERg1B7iHdnfQl2dfjnM/z9z395des6fTr9zvfc87rvO7n8j6f97UYa5OSDR8OL75gxcPQEJuhU0+eMYPP/PFDAM2u+4Uq1huHpzZyxUqdXpt/PMrNBTHQHmgP6I4XPn1b/rZz4Wa8T28sW60pcG3AjP9fntf4e+uxswcvf/kr5vUCj10+7q1vnZjcv364/NZP+dSJ6asv/2LivXjHADlL+HPbJ23ZveimDviEln/5xAc08EB+8tQOB7Zv5N88RKENnQ11ZXTrzDOea0LDruKbzDPPF7pO3eSVtq6bs2vqEiCfPLRAnj7vd/FmYevhbh+754yFb4V94zf+tcuf/tP/5eWxOYvz4jm7+sIXvvTyvrlE6+zs1/zn//vLT/+b//nyD//Rdy9ZdBgryR/L1jpWDJ0ROW8nYI/5cdvPYs0W9mczOm3mHT35Jzcv4fIJbbxuQn9gHvc2ptcHPeesDNp1uXxsdKXCsdNZndUp88eDMewVBzrJBWQ0N7JLLuUHumxTBmRI8IA8csQs0A7gTvp4ons+8o9qY5OjDLvbwCog5XVGfDmAH046abXvYGkTsB3cXTbhJBNp8LvHjOjVeQYdSC68J1TUDTbJ9Wzy6Qy0Wwi87Am+unZ2thBrOzvklAEvbdtvfCMrujPfnbw3QWhG6eK3sRJXP0afmMF73wvnCZ2x2/B417vedfmbf/NvXt79r39mTl/fs35VeCfJG97wpssf+kP/63UDKB/ZsfXSvX2l+9SvvPSOXGX+4zUwlQE8O4PTl5NXubiEX/EY/NNz8NnxvjnIoHHtN736LX44E0TOHnl06VnxudLtON78GopWni38UQfhlg1jxwn5umxfMbzZfL3qVa+c+P/UPAL+ty+f/tt+++XhibuNsJs9H52n1tw8+Lmf87mXb/mWv3/57nkK44EX7MWKLPbKlwV0+j8HYGPaiySzTZ4NytmRjXDhN7/+nX6aTbENmDgO19og+8X/4oe8gfixeY/HOy8/9MM/fHnkkUcun/xJn3T5TR//8Zff8KY3rRuHX/e6162NDB10iwu/6HG/jftvlN1H9I+/55+ux8LRWkTRWnxtjsAZ22yF40ft8HDltVVfhPNHfQVq3Zy1sXAbfzNmvZdokItAPJ3F+vC1v089leM3xuCA/uG7tnOsrMb5E2/08PUTnClS2xKpTw5bbWa9udmZv5+f+7Le8d3vuPyVb/jrcyCdcTEv15zd/XoQwJmEL/3Sr1jzmB2SG8P5dXVxyT1jlj/ZWh3NaUM88triyb/q+ODCV1+xuY6R82AIv+I3AtKpR4ppssi/LRMuSE8y0ILsvS0HPpxcXV9unj3GbH53Xxk7l/mB8vB87Pbt60GLL/4Df2CeGnzv5dWvefVaa7z75SVzZuePf80fv/zD73rH5aUvefjyvg//yno5pftw1udXZr56R5V3L7ETPD33NM5uYXTvDeBCHn/Y1lqmDPJRObu1wYunMl/Mr2jV4/ejy/fQvDrDj0dn7b1B/U6sZh24b95ps+jHTFq7J+ipdfZw/5ilH4hRvMr4qqc/3I7nzRxY46JYjO0ArbTRe97GR55ychfD8/DnOW1sTiM4fMKNE7ujn63tpGsxyVk85KJJ/r6/5kZXd7ILFntWb+3KIEbA9B68GyptENZ9NlOny0JsF6sTQJexdvB34E/70KiXs7P28Nroq165erzl8HVoNP2a2z7vX+Da7pt3hniV//rVPk9MeFGcX9KvnFOsj811+gde7Nf59u0HfuAHZoL+7KL9T+esgUUn+XSD7GfjWdYWDl66EyOxvMarPkF7gnopWXL6/TJwAN4sBvrWhd4vB3hnzDbtzaRtorQYnPKzXZ+iU08fuuxfMq/jNB/gJDTJDCcnU+wC9q4zhrNA+OXnwORy0//nu75rXadnn1f2W/DeP2cttNsA/PBsIn7ix39inpp603rsnmxR80t+orXGJx2drWELKFdmI3sW77Rr2+VFucbvGu82Neuy7OTDg88ZIdf9H31sbgieS2uvng2OOP/QD//QnL35/nl53wtnMX/N5Tf+xt94efOb33x55JFHVv6m2ez4JIdx5r02knjw8+Pe8nHrjMJ3fud3rrjD0+WgzTa2AjYG8NkdTns+Nd+1oQO1y506J64F+ZS3f+jsdkTxLSETmFPexl1bhlYb2wE/ssNmx1ipjobcoHLjEz69DqDKVzeWjux1NsNZ1/s+7H6/vcGZkK4fUvfNxsbejMy3/91vn0uAP39529vetuzyw8bXq3v/E3tu+0VnvmSPPN3xqOdXfqC7DdGF3/7tvoFL/9leeemcihtsbdZ2PDYv3fGGzw74yvkCl73h0JTSebccTfxj8fCgulmnfmZegfBN8/j3Wx/5uDmD+fH7Y5hzqf9pb4+ejctnfPqnX776P/tP13us3jv327hvznvvHpjNxAheL4p8euacEbQeJuDi4E8/Kpfnf7bBA7m+h0fTjzptcPmuDtAXl5kgM072GXS4zp7v72fNBvYaB3z3zf02H3KmfHDOjgtKczgd2SCvjLfxji5a+OiU2VVbvmmfltV2k++17eTF/3zAzcr9EUizcGU4thyB2w5sYcp14tl2OnKnPMHQvSf/lnIja0iOdgHXRkflIZhO25ueHTQdYTEeovX2Ugt1vzDXqTkSdMSk7DWg1Bs02cSHUh3GgspyKb7qaADeIL9P3ObrV5RLMQ4kczpvbDfwZratewZsgNYmZy41iJpTwWwGriP7aOHb3/729fVpfDO1x7dtW7aiPe3Lx9rzU84uIK+sHq0yQJtMdLWHW/nq5c2r/5be1ZF7Adpxoe8m1mSfZwLQJJNO9exVplsO0FVXjr52+d0SHikZN2e7fCByXsw3r75/YjYyHol+61s/bj0RtW2YX/+zidMHv/cLvmA2Nj80NF9/eXAWnQdnQ4pmyZqFaG3krnFiQz7RmU3Kp/3q0aEx/lf/zr0X99wzG/W1wq6ZNPXp9/nnUxGeDjEX7rv3xbP5ml9086JSbyoeg9bTUD6t8c/+2T/bG+a5X8uXwH/nPLr+u3/37577ED7tzvii07ejPn0WfBs7tmw7dh9la3Fmb+1wxVQ50B5NODnZJ3D3mbQzpge5Ns1DSKR68dmbAAv4zVhMT7LVsyXZcu35cpZPe85y8uAqrznnF/HIm25Y+N7kbDzT66vMfariiev9Hdar177uFfO5hJ9Z712xXjmDvA96s2m0zI19JTqzWRloW3p39Vn/JkMOqj8rw3JkxuTaaE9c50Z0dkkA3noMiNzydg532pnOTbvtrb385Kk/4AIy0NIvntlfjm7bY4ztubToruvha+depnd89zsvX//1X3/52q/92jX+jRsb0Acm7jahX/VVf+Ty0/OOqh+em4mNfZejrbfWVlFzrFj66Jq53xikm21SgG7348bVLtfWZib78wn/+YMhenTKYmPcuIXBpzo27f7hZH1YP97ZMv+mNh2y/o9OMdu6yUoffnbKs1EbiE65NvqBPJu0AXk4deV8UQ4X/UJ8lH+2NR+hEMZLGcw4TheUnNAuoV0H2KuDOXIGyoccdUyB1KaTvdPBUxwTnhWQZ5oqKFtHup6RT+tpCx1+SbsRMsiPbEn/MC6S5KnkZ2X1QPlMZyx+PTz+vengh1OGE9erUPXOLLmPwVMWNmYOqmK10hwwxRbewRR4p423yFoY2T+jOneWjWhu9yF7pfwlUyxK6vTts1371OvpF5nqyVEOlC0U7O+yE9w68BojM8vG7aVr98eNLDLYZCwU0/os+eGrb9n7rAta9Wj4Ey5fy09+k9rBR548CyTeh2cMPTZvdnaJ58d//Mcv3/RN3zTXxX1LaT6oOe0uF7ofhdwv+7IvX2c+fnWu2/uFRJ4zP2Quu665M4sgW+RksfecO/GhHdYF8tIEeGSYm1uWU+JOS7/kJS9dfSeO/HIPgV919JgPDrjGjTbj5gd/8Acvf+Ev/IXLn/gTf+LyXXNWii1+CDhb9fCcln/LW96ycAwoRmxDB8h9pq3b2Ns49RPyHy7aOzkkxwbCcRyPextu89454FxptAfxy+HZrdz4VRd3eSl+efzKzRHl+c+ka/uxNs0oJ8cbxNe9VTNG9JPLCx/4wKxxE1tz+KH5TpEYT1TXWbLv/d7vXfax2/izPmRPefagyZ/K8uzT3+aveZxvxoP+2+PyZg0Xh1MuORsMrLHFGBtbzpgpd88TXoR7bdt9vOOzY1L8mpdn26l3y9njKQvk8d/WH/6k3fNh980dPVad1ff3rvnxLd/yLZdv/uZvXvPAS+vGwyXCjfcevf+yL/uyy8MvemDdiE8Gu0H6tqw58zFn69YKfh3WZ7syyOfaFnL+6E+4sx0OwNePcMUoGeu+prHryTle6lN93ZodvTwZcnFx2cp4KC7wjY10sOec4+whC92WczMfWqfTmVw8dyvDLZjQ3ClvzEf1d0ftIxRxBj5jOCIBOAEHaM/AhLs9kYZh0fcnfn5rql5H7ryB1U79mq8Dxy7fN53myYj1kcEZzA44FhCdsm72moG4bqy6TmQdtTpt+Oq0bOJX7crS6Tc6dfjbAM/m/NYef2eY1O2s0Rgg6K/zZ71/xw3SDjwf+MAT6wYzX3Z2KtG9Q2KM39tmbYIW3RxsbQqnB1b72qmPXrbwowGcTfWrtvzMn9Ons8zGZffku0/2wS358tU+tpM/XnP9ylOcxPLmQKK9CaK8+uoa01MHvAlMbj7RlR+3cdryLTnZTg9Qx6c9OZUHuWj89UvbAcpm4B/8g39w+bZv+/Z1kOLRU9M/3pdko/mGeXT3S+atxG7uXl/iXhJu9KxTxH5DXeNIv3TCjtvuN3i0gYOdsOpDaGNpzL/KcEP6k3Og9B2oxxbOJsZCZoxYtG185G76ddOi+Gi3mL9mLlG5lPbfzFfg/+W//Jdzn85Da/64R+SF81mP4p7t8saLHBRfbdktx3smuNPv23W0xj9/o0Oz9Izf6zLhMbbWJmB8Oc/WZE/8y8D505igQxwlNPD5g3bZMDqbL+lH11zCF512CZCDDthc+IEFZ0O70uj0gjhnA61P+k0/mAfAo+HLlinTsVP9vPuf3vQvpvlDPzzQRoYEnx/aS4vw+IMH5Ev5kjm/9k+Zp25lrNzf5Wy+yZNVe7ap10ZPZbKU93rdGNoxxhskr3wsGBusy8dleW+FnrCI84tnM0nu/zBvDXfWcq8rcw/mnK1xadmrHDwF+ft/3+9ba62zHetHyvTN/I6YzebMGQd5seX3GOLm8IDs06fif+PXPlPDV7qBNnTqxo36ivlVqHKxSfbaoNj8Dr3jXGPyyrL7YdrJxcNQN7UnPzvVtRdTepoXaID2JSPh11x7NJWzVQ5WfZ0p2j6tcXjE6yrqo8qe06UohoAcKy9AtXEg5+QFVFlbgUPvZq0ReEdmwSVbLB2gK+sRMnbepFMDO/BroTMwZnGwcFggHph7DXS+gyFd+6CwF8vFuWTuRcimZ3XA8MrpZhObbRqAOti2TD50WzvxN76g2bbXCrP14B3SNclWeW0A9qLz9NN7k+Ng5b4aj3r7aKCDiuvt97lMNQcmE/ZXZlH0fRP++RUIfva9/+6OHUv/3GR979zslr1o+OBg55QrmrNPsll/4ykeaKRTTrTyMw3RqrvPA8ywX3z7fTU7dnBWCLaIkJvBF+UMdnrOONMp0ZEd+jad2UkXvtPO+LShB7dx6hLeZc+1zh6/irTZCKyzG5cnL786v64fmMXnL//lb5hLNr99XQp0+dBgRIP2C//j//jywz8yr2gfmYBq92G84F7vwtiXFtA7jQ+yQbyrnwtetpMz5gwMnXzqAJ+x7WvV4r7Hq9h+eG1e8Ovz6ak97yYn368380x/e3s1nI2ZFxI+8sgj6z4c38F6bHxGJ+4WUPS/Nl7blnyR34Zw+ugE+LM/tXHNQWP5OaKesjAO7qnxj7/r3qKZJ/fMvSsA/yzPl70tWKg7MmvfcXrmD7LWNjTZR9bZF8oSn7Pzjswxan3UdNp1zpYxds+BdYPHhfd9Wr5g7sDykpc8tOb3g/Nky68+5mlMc2gfzN7zb39mbuCej6vOZujJJ8TZ2rf1k7c/jHvf2gyxqSfcrspWxqfmAXvZlA/Fuj7IH/gSIeF1wZax54Kys8rxkzsUq77enzJ9i+Zsvy23Ot4te48V5WCV9fnYZRCoax1P5q8+vFkPlLWvTcaKe2dd9de2H+e205vaf+nyyle9/PIvfuhfXv7aN37j5f/05//82qiIOX0u7XzoQ/ddvvqr/7PLP/7H/3i9XmNd8hl7jUL3DvKP/c5KM1Ed77JzlG67R+VAbXA7XobKpm0zsuwfGdZz48wcNt8acycf3hfMfZjrEe8nbbL3GTky1to4cQu2HfoWZo4H1pwpGyPayJeXFtUmvmMrudrxKAM+SezXdts+NGjh96V4HbH91nbqU/9oodn2EclhBCcKguAxuKAnjCOnw+pn0qbjllPDpK580iiLgK8B30k+BDd95eauGUczgOfg7gVEa0c+Ls1/O/RhmKcifD3ZgW/kzulqd7E/PbgPPD6newf35FPesupXqmuKXjjmADwHg9mlS86GkGM3XvLL2ybGxHEKuTLbxaJBwvZiYmAWN/FR3p08o2ps1dnz5cOxc8fhhfPCrjFnfuUPbh7f86KucWC+HD3v4fFNkJlsT7B37Jq90OUlDzmIemvp++dgM4/+3ffCy4/8qx+bRxcfncsOD63NXBODfvZYBD/xEz/x8pVf+ZXLZoOSzWzjA6hPsr2+WY3zB16Cb1Imm3zXo9dNpWRd/Xx67iWYjll8Fub1FM/UnX2aSEw4Pjwbt1lUZtl48IVzmlR/zj+xpAOwj3wJHjSZ2MweNHzOPu3LpulX7ehsApVP//DY/GrHQ47yespm7PCR0kdnw+Ls2n1zv4onC35q3mb6Df/N/329FO+e+bDck/OytSfHN4/i3z/pi/83f+jymvnO1JLn6SebTAN1uv2eOSA/cN9+smg5Mn/YdCY2SCB8sV8xnPtrxNXj8x/84GPzluGPuXztf/l/vHz+F3ze2Dv9PbEVQ33jUgc74KZTZkGcDc2MoQ/MF+Z9GVm0nVGwaXEW4TXz/bFv+bt/5/Lv3vueebfKXMqYeN+/NtT3rAMuu9his9Q4J7/YybVn+4rltS8bM3wC+bQq8wcezkbwRXNPkFc2AHp88fvx6X8fjtQXfAHsecop+aExN8mgU0qP3LiBy1a8jTHt+RVt9NkfDVskcqwzxrmnY9DJB7Xs8GNrjBwdE++Zy/c/+OLLfDLq8v7HZgw6A/jkxGluALfBecGMh8cf8xj+vZd3v+unB++Aw4f9fitrn0f6n5jNjvn+pV/6pZfP/dzPXT9QrKnnuD9jzGaJbaV87vKFusSfFeeh3wfYvT6PN+sH4whaNPUZerrWxl4wpzu8RwVu9+HmJ1M9O5TZC29+KoPivHRP3xrnMxpG5rQJ6kye+4zf9TTQrNGDmyVesOe/Y5K576Z27y1zY7sfpA7eEwOHh5kr1idnIn/xF3/l8rJ5/9e3fOu3Xb79O//Hy33OBM+/sWxeBzJ6R+fHvfWRyxf8/s+/vMDTqXNZCu7JafvgrMNPjK7Rtt5wP79YRsevvUwzypff4hTwHXSJ0Hpk3gF02uViAYoTnPgB5fvnuPaBeV0AOvHyw8O8RkO2PvDDzPekhnzw0/9zvFQGDw5tax6d6SUb1FfybDZGsiEcWjaEl+8xsTdo2ozhCdXImfExNjww6+mDM5bvm3Xw+YIdrY9Q2m3Dc0IQclBe0h6eqtt47dGUR3OHfjYzMx1XZziY+Dy9VHB75HXJQjkDXtnitH7pTUc642GjouN1ttO+BsqQLTk6gG8CrpPPiZ5d5OFHC9YiOjLYi7c2myAAjzc7i1H+rVzchjaaxTh/yIO785TF+L83cNu3bdM+WN83g+XBB+aUqhcNzgLo8oOnVv7pP/2ns9mZ+ztGlvevsLdEjxf9ed+ByUSXePAhf/FJ/M2+Z9h+9S+b8cWjfCYL3YyKteCJMTnisZMIzCS99OQl6AAAQABJREFU4tioXW7z6JdQsUsmeyQLYoshGcmFT87pg3KylAGZAG+5crrCR/f0HFienKOSBeLBObDYprzjH73z8re/+W+vRf/n5/01M1PX0vi+uczzW3/Lb1035NIrAMtGuiYpW4D5kL0bt22hs5jKsym8szIW4HUEncX9RfPl8UceefPlcz7nbfOisf/V2qTQa4O5+3B/oNNp+Pvu9UoAY6yxv/tEm7N4xoWPqP7q+3/18mM/9mPrqRBP8zw2Gzv6yS2e5Gdb9tJXWVt+ycFZP8v1j1xM1sFqePLZePSDxCVBXzffes/Y7HGbzrvpCld+6vz17COztSJ77vTL9K21qLFZPgZSc6evXVbbmy42W5u8gM3lgwfWGQRHzRe96CXzfbJ/dPk7f+ftE+cP39lEmp/F1VfmvbzP4+FwHcRav9CCHZ9nxp+P7AbFec23ibl6tuPdNDMfr20rVlM++0x5yxl+83dstrIt2mnba+1N7BoX8vwJd6PzZn3YctRvZMLtNLir/hsc+1qvb85EaOen1JxoPXfm++/83b97+cV5CtAG7dFHPeH44qE1Hx69fMy8QHG9DHN+WPaWdMdjG+v9ROK2zcYiOxoj+VhfnPkK8PzRX/jEim02OnK2nrE5ebf8PQds2oyJl8x9cB+eTQMeM60Yt46b88vmiWX3P9Z/p91svq2rOpmV2d9YiP/Xzaevlr5Z9+7QDe75gn10/gil5RDDTmAgR+VoAnTh4QpG/Orho61NHg7dfmx4ZMOPnnTGv/L5o9P2KcI5C7E6YHbXc536sUcfXwPFr1adzAP34bC3XxJ7ENnN3ujODm0tFgYfvmw1CIoIu9hXW/bFq37CitnYnJ7aitV4NHEb7PqlctUymXaXM3bMu8l2TwIv/wIWOXR081sZPfudsXGzqAmkXc6PE2739/LtVr9kpzx6ebDabTjHB+WAv1veHjsWTt4VN23Tk6svutk43nS1YNAnJVN7turr9MJJ4Iz3Wa49XWeeLPRkrnE05Xe9+12zsfnm2cR88uU3f8LHr43Bg/OF4PTeHPg339J/CE4n+ng0V5anM7y6/t1nHHefuvzll6+23/ybf/OKifs2yN8Hl8s6E4PPweeOLIUJC7psEE9npPB55NsmZxybJ6l+bsmHF3/zgr6zz5fg+ZPd6qf9tYcvj0YO8LNpVEx527fbxGmRLJppXXm2lzvgjeJlW77hSn45nHapsQQH0EhkgmSHL9e21W1adKttjBerGzrtWyYG/5xVMAetQ7R4UV/f71pry9A1htinj9n6xjf+Ly6fNO8k+lt/6/+9ePUFXdoaq9uuq75l44192tDiO/2rL+/YvB2bDcRe15qn5ctxskcWeXM4XWswX5JBfnLTVf2kGZY7PGSJD1/Aln3TV2KzaNh3QPKhrCvsC0en8skLZzPjab+/Pd+E+8qv+E/W5eTWRC91de+Zs0TjxSzF1smRSW6q11mHHWf+0FHOjurK8AH7t/69sTnx9Uu2y8+ET38PetlvrnvAZDpi4dePl2lsLMwqKRQrHmzQn8biHDTv2AQvNmQr306n/myVR5etcNFWvpMzmCH0zr/nE26OPB+B1AyVcyQnTqeUg5NOoOLXXlu85fH6JetUvV81S48gzyBYv+JnIhoQvyZNkNZpX7aJ2xo0+9qjl6i9aganRd2vUXmLhgFEFtgLw14ckp9P6M6zBNrV2xjxHC0ZaJMLl6zyE6d81tGojzQmrQEwEZuCtHU47f3CF+4bWeEMXnYY3HwTbzi/vtmh7FedNi9k8/4Siyee+iUb0G/9W1d4eSk74qWvtPprbD9zp2j3GYLpzztj4WbwL9qRv6+P7wnM3SaZ9nSLDxvpg1PmR4s6Wnz1b/GEFwd8ytLpx6rMHzID5ZM/2XTaLMotiv9inib6hm/4hnUAWvYNnzNiP/dzeyNw6kx3ubYAbyl/qpfTCZydczOwBZis4qHP3/CGN6xvPaF1xk4sHDwdFL3DpjFLzor52JAd6PBtmfvGezdF8/dHf/RHx749xqMn43as4c7+Iqv6mWc3WZL6mcgZSXd42SXtz0jsMXbS61L1YVg8i3vKC0fSga/txIlxeGVtwW0Z8cmfcUbjquOmv242NpvnauM1Jt45Uj8ZnzYxHrs/x6q5q8+67IfGF8A9+eYFikF9Ql62n/nWvzd7leX5Wjnbw/PdDylz13hZ/XXNm897iXpm/+GTknvqZDP5ILtrx6PNOm5sqTc+0KuXK5/ty7axc/kwcVj5oYe8dUZyYti4dXwQM58gecc73rHmrkv8npQS+0cfe3wu+e8N5TpDw9mrDVNYtqh3BQEin+nPr2ypTmd9pY091mh9n1+3/Qx/5tYgPnjKkVmuHKR30Y2Nd+y53jO4r27sOVdsz36IP1vPfDt8029oAfuL/91yY2jjJ59j2FRWPXkfbX6zkn4EkgQo55QzPLz8NqCHj0YdX7gzx5v8ddZkxAn+YPfgnA3DuWmI9k4+g3BtfjbH3LpiNzsTcu51eMWrXnH5mHmLqnsI0BtMFhQLhDI6g2nDDjY7W1yUg/A6EZw+KGs/E33slgcGQoP61x9A4/8N22IfL3c+TeSyg1/Jc5reZAQWQ9dX0fDVge1tb3vbeqOsG0UdxExyCWSj/HY6/USrHk31GxzMyJs+4cDJe981Rm12ZnQsOX5ho2tyrLJfSYMD5XTWZ5Xb2Kgng5zaT7z2UnK1S/qi/kATXplOmwh9S3Zj0U179H/rt37resLCTd4vmIv+4i2+NjjpISc4ZZN5uy07oivHzxZypcYofjZ50skG94u+6IumvL8Ar40848Qj69bi5Mm1k4NfQnvPnN6eGbh04PMCwh/4n35g+U8/PnbjE49w7Dtlhw9HV2W5+rMlcsX3nE+blpZn6jllrjO3I/sZuGv91L+l7LGVjuJeHg1Z4e4m10JdP9KRPD5k84hY5XDWOZf4vB7fG9HbfBpPm2ePF/OZTrGWf8zHfOx619AvzaVPGxt86OVoAFslgAckE75ydlb/Nb5d+2f59yx9NcK2vKVlDa878p9N7hnL0zb01dnig67GpLI2/p1rFvujT5dcjIszXvqMRbLMTUCOM50+a2Nj8D//9E9fvvGvfuPl3e9+9/rWFJ+XOdax9XZvvrHvmuy8EExO571zKfEcA2cs6VMH2anOJutKPrIZnLQLcZc/5LDFAwDWAm9Vdgx0Hxr+Ynz6Tl/6l80TPzYXL2riQ6sM8qu2rXs1rT/p017KP7l+a+O39M/aruduy7mR+JGXbo7SHyEvA6VlmI6cgFQOT+RJd5bR3q6f/JmzZalZkK+D8hpg9HX+qX/LuQZKh680BwH3RMx48mvHU0ULrn7QA/DaRJEnPztZO7oWDTTadZTdtcnhV8saUFfb4pdvmTebnRNHL9j6b6457xhpmXiP8bt+E/tVX4uihc4NY35NzSnr+c7UUx+aG6OnPpvj8dnTK0/MaceZPHNz6UsefvHl8/6jz1t2u8TAFoMXmFjqLYx0NKh3bG8OQKc9lclAH2345IgPEPFo5O6jWRNo7EBbG8p1OWFx7T64Fu/ElK3ZfJbTSdY5RvKHnNO+9IbDVzmd9MTnQNN44M+LrjfQ/r/m43nv+sl3LbrH5lMG6PiWrCb8mS/i+YMmW+EqF48zt+Cid+aiTZ2cXONR/jmf8zlzD8anrLN26uwgw2Wl231c39CbrRP8y+tf/7FzyeMNC/d93/d96/09PQ2DjjzQGMrGbNcGF60yW6JLVzn6E/bs3Bg85OqHO/efjQ3x3uTjw+hYm5urfSRoTz8bQHYkW44uSGZ01WtnT+mG5kaXA0wbs/16hz2H4knO/Q/MRngObt6L9MADL5hLhl7d4EeXjaYfJC4V37PwLj/+B//B75rPYXzC5d/+2/esy4vkOVgbA2xsLPAzf7IvH+GVdzx3XKNh1x1fhy4ZU/D/TttJM9EU0HWJw3ho3J/6or9bnq21xffkyNJ2tz5D29hTDvAGYpOs5IjVOTd3nOf7YTN3vuef/JM5c/Pf3VkPbe69tO/BOUNu7NMzo2TEC4R5KB5zSL1ejkrvorvaQb84y9mjXB09HPrb6dnw0Vmz+USNJ4GNkQ/OzcSubAB05e4zXfXVTTdrOZvOFH061E/7t74bnuKLTlt85fBL7+RLD8TEbv27+rxQz8Of57SxydByRuaUcnj5cuCKq3w7P+mVQTiOT2XV29hoo8+iLJF36r9TnwH21PwC2mcAbDhmQR/6V87H+twEZkB7qZoDgI2JAQbo2TZuO3SSSWPwWCiUTQi7a2c+pHb+vk3jI5t1rLyE79kSGkAvO/iTT/DCMkPoTjy3fWLt2uw82jtnBz44d/9b+OyGnZIEj8/gZt8LZpH0iKKNjseQP/VTP/XyaZ/6actulyzo5Fv6xTX99YU8vWcOD6LLl9t1/cD/FY+xO77FPP18xgZt/A4ExRAu3cWI3foGaEODXp+QqY42n9BphwfJqy4v1X7WGycuyRgDZC3cbDyd/aPnR37kRy7f8Z3fscaeX1Bo/CKUnzcW7voeX5XTyS5yG+PZWe74wa/GJFqJHL6LCfuM9T/yR75qjXe8xrs+91HVYkinaPDTwtdGffXJyHOvzm/6TXPf0PjwHd/xHetxcLrwFxs53dmX7OrlS9cRY3wAb7KKRXW+eLqlMRItmemNtvwOzZK+fbsWVxZdOSR5p921lUeTL9GXewqI3uwsHyOXzs1Hj/qNLpcMXFI0VnzXyw3/qzw3gtrgOJAaB54cdEnRe4mcjXvb2/7DdbnKN73osskWKzYAdisXi3DsAOGzvz6tLhbKp5x1Iz+51zlcbO6mJ/9PPeQ9WzrtewbN2MH/7KNzj4l99jn52XLau9eHve6QmYx8EzPxE09nJD0J6BjgTPI3fdP/4/LDc6/iXks8qLH13TdP8liXdhLn8ema6OZ3ttDZmKL71H+7zgY4PCB7+Z68Mz/jhYYvXhDqI7tiki5ylswRG7+68s1au1SuP9EvnqsdyvzIvtsxjydfzzxe+TP5buY8W54veM4bm9uGGmSA0Z6N37vGm0sA6HW2QYYGcCQ+7YFyyS+yOVIvWiQFC22TBi1Z8SRnLfzTyfsMylxrnAaxe/1cinrp9dS9yckGG4QCa1Dv65v7tC57G6jwHTDpSS+7lj38H3sMMBsnNm35+2asbE0XGdrxk+2AE0+5BU67RW0NquFRX3bNY4bsseh7++q6J2nZ5eA2B9npC28z/bl5Zf4rX/mKZZvvoHzhF/7+y8tevr8W7owNXewlH5APd+aV2V4fmkwS2uIkDsroJWU8Fn1ntEwk35Bxc6TLJW0OxEyZv3xSJtvGrViSLV7y7FSnAy06ccweNOSiJ5Md6NHY8DntbIOiTAY+crIfPz5xkcgxhsm0CAE++jzCC+bJIm349cPf+h/+1jxy/6/WDe/k4yfL47n0q/NVziZ5MU4ue9hcgi+eM0vWJpZNcIAcBz71/HOJ4gvm8w5/YD70B2eDRZ4DlDoe4OBqaVnpGic+OsPprI/PdXzP93zPepcHW5vL6SaD3PJiBcev+gGeX2ScPouJPu9ME7no6HnRbMbErniQh7a44XFwIs8YENf1a3X4xcMa0MYSLxtO3cvo+UOnNklZYj+9Ejw7apOD6trRAfoa0+JoPka/DoSzrhn/K2bDwp4PzP0c7BNzfUPW+ojp1B1wxUi7TdFnfdZnzWcvPnvFwQv8GtNyQB598nzFSyad2uSVb/uMR+zRS+jFmW54b6/etsyl7nmKLtCG96m59P3gdZxrEzf05Og3+VlGs2JxK4cb9YuHjerk+IEGyMrGxoh3A8FHux/33vfJ0InOOCFHP+3+2WvO8nHm7wcGT8b/9S/81+PvXnPc6/nQQ/M5leE3U7xv6P55QMAatc44z7HD8cOTRvRs2282NupnTPlDByjeq3L9g74Y5Y/1RR/zGX9gzMC9Yr4h6DL4sK45rd2IZJ/JbUzip4+sHj4xPs0p9hVnvNGhTadc/LQpg/xVhpMaH7fb1iKzaGbNm5juT3E8p+0Idb8GnpMkwS4x+EzwImohCZ/jZ94AT05BgP816Ro4Gbrk5I16cuTomLFkTmWm8rqMI4B61uN6BgE9N7w3sm0QDHYDSWfqQElZhyvjNxmUDRKDhaw62uDg/xo4R+ejAdm7bLz6TJ63vbrzvoGrnSz0LjeYUH41y9FYOOiQ2JA+dqiTabC+8Y1vmBtYf2GlL/+Kr1jX5S1MFk/fCSIfvQTXQUMM6ke+l7K/tur0O5CILRvh1dc7YKbsAMU2m4lf+qVfXmULiYXDQiiu2sW1+4XYQ69YnH6KY/2BB11nUeglA95mkT0OdnBkiKk2Mvlsg0MfOgCXT8pizddw9CrDidHTXiUwCwfZ2fSv//W/vvzXf/EvrjcQv+51r1262KCdfvY6GLNhxWjsof920k4XvuJdTvdL58wL29EUAz6rOxiKr7j+0T/6R9c3npSdvetgRK6+2v21D4T8IONnf/ZnL5/3ez7v4oOq3kL8f/5zf34OxnsDMeIXZF/xqU7/mRBrO/3TByVt5p2xxx8xj5YtcOLEXvg9/+Y9QhMDvB5zpa/F2RtlzQ8xHoLFT0ZAL3q80mnrideWHeXaQXxyAO97QvqZPQ4ws+SvWIrpaFpxJmc/qr0vUTq4NMZIIm+fEdljTr8+NAdr8TF23vrWt6zX/L/sZQ+vJ9TMH34bq42Nc4yf9rEzKPbl6CT20bU3Mvs9K3yig/wX+9jYgH4Rf7brG8mNq/jdM+RmajaR2bzLlmwoFzt9C/JBGW5vKB5actRtCG3Y+djcpcfYZre1xfhgvzMYrSvZah2wVtSP7AX0sk/s/QDxA+yd73zn5eu+7i+t8ePHpdeE2GyC5cucqQkMCzgbnZ3vY0y05LP/TGyCz5Zoz1yZjUvflOXJ13f4yXEiwA9Z/bEulw2t15z44fUMndf6WnfHJ7qTR5a4ogenXcrag9tt0cOX8q18237jQ77Iny/oLtmPWh6jclIuKPKM1ik5CsfJHAlfUOS1TWn/Xx25Wvy5A+hOPathBqWJAG8jM5VNc+VyFsNkMNGmYWHTh4et+2V9u83AAWgqZ7PBxFf+yJ2pAvDoyaJn27IHpzL6YoAGeAW/TYZJaJLiI+cXfuHn54C836tjsrpPBq8D0S/Mjb/3zVuJWwzJyTZlNpFLnvcxfOZnfublS77kS9YB3gJQv2h3E7EJYfE3sPdEuZlMp1y+SflFF1kWYMnCoW7xsAjZRD3xxAcu73nPe9amdx+gOjNmo7E3QeR4ggigYaN7E/hLnvjTq843CS7bTnu0tbEjj08O9Gwjg+wOog5+Fmn2KuMTCzEgk25AVzYsxPWP+KNxn5NLOQ+/9CVL/ju/+7svf+/v/b15gdp/svST776J17zmdSvOYsWWpWdk8AvASeDEnf4tu2acu5l3lpGlX8yMi2KiL9H55tBb3vKW9bG/P/kn/+Tl+77/++Zejv2uGn7mnw3aB+fXv/HgF/Ej856jL/vyL7vYpP23/+3/8/KjP/ajc6lVzGfjt27523M8u5ZNKw57YcsPubaTjm/VtYtNTwE5aLHJRh/Ne9dbtPfZtscef+rad49P/+8zU3xwsNGnEllPzgvv/BJsHIsjPcaB+PBROTu0BWf5xJ32hj9zNnt9AtmXeQHcC57Uj/ro/csOel0ydi/H44/vx7e9gdilpyfmHpoPz9uolxWz9Ngos0OyFhi3s7LO2Hro8rm/+22XT/+M33Z56cv2ZSmfUhEzB3Jjih38Vef/beAHuflztsNJZLC3zTecm2u92NFZX7ETd2cw7ptLZdaZ9773veu1AB4WeNHggTkGjEVlcu8G7NGWz9HA0e0ykLhKcJKxrq9/4Rfft+a2OWzePz4vNr3vPnP6g+sL9zab5KLVbo01x5vf5AM04uaM6wNz2X69DHVewvdt3/Ztly/4/N97+azf8TvGjrkFYT6bsl40t1feoRdLfSWufHimH6f8bM9PbeIMz7bwZ64NbNtuNhdo8Boz5OgP33Jbl6Lm3Tt+vHg8fd2LNzQul93L1uFw9vypOeM/nEs3OWSISWOG/GwfwmWb/MRVh4u+uVYenh/xyuc/9f4/r/CcNjaMvBuceA4BOM4Imk4LF210p7OL6M4fPA5m07GjdrrjTksy7iCuhTXA5gZak2tdYpqwfXgW4xEynTrBH3ucFTFBBNSvih3kPWCUV9vkOtgEzo82G+yWsptqNOvFVMO3Bpv6labNTfWrqStbj9lOyWbrY+cymV9G9JL3CZ/wCWtBMGDV2fKBDz4+1B++PPLII+smN496skM7qCxnh0sIFhXvuvi8z/u8y5vf/OaRM48pz+vbPeptIXRAqX8sZOyV6juy8jkf0kenMn6Lr8XGAvP6eR2/AxM8u++dhd7BlVxvgTbp/GJA//DDL7t84id94noi5P2z+LQhefe73z22PzSnhffGhx1AXrkDuRjxNzvD08cufsHxX/+iFxeLv0Ser1azXUqWzRiZaCzMfCEPwPPdfU3obQzoawH3ds+/+lf/6uU3/IbfcHnb2z5n9TE54opPP7ODbr+qyAPaWgTgyDxBO5goLNpVHhls05/lFvDv//7vv/yZP/NnLm8ev7/qq77q8lf+yl9Z98l853f+j5f3/sy/m0fFf/nOI/8vn8uTr5iDgLMJv/N3/o7L/+5/+yVrnPxX/9X/5fLt3/6t6zKiX4JmZXOxvihnS/Zll5w/xQtt/qFVF1PtDpBi6Ze/zbb58Bmf8dtnc6x/752nGn9p5sXHLxpxEc8dr/0D5JFH3ry+SO6tvEvfyHLv07/5N/9mbXrSYwOU7uyV42HbCewzjrXVjia+aLW5p+lNb3rT9MwcYOcN5+x77Zyxc8/GPS+YM0v3zAvf5nhiM2N+/NZP/uR9kJ2DzPqYp6XuGhM5PY3hj//4j1/z+Pf93t+34vLYPH5s8+a+LbTGtb5HbxyIYzby4YTqcjSScni0fH7zjBsbZnbw6y0f95bxbdtIHz6xVP6UT/mUdQbxsXmbshttyfJB3mSdurIr3XI6osGjvHH7h4zjwAc/OJ+dGLpHZv3jpzn0pjc9ffktv+W3rPnNxs9522dPHPaZkHvmErF1zrgy34uR9cBYyA769B8wts1hl6NeOnPCGvBn/+yfvXzd1/+ldUZuxXvo2GcWgl3ecXTGRhPZjZdo0G3axbbK4bJFXbnEX30RHZnK9a9vVam7vO/M3pi/6s483efYObBkLc+sHdL+obYOrdfYk5tM7elXDuBOoBfAV5ZL7D7x8Q3lMEwbvsV8zSP4KPNnrpb/nsIYexs4kcOCU1kuua8ChFeOZ7VfB1QBiU8M1+5XoK4DCC9QNwDREC9feDfmrR203ECdBXVWknvmV+aHZhIgtoN3QLGp6OYpdgO661wTh021GVxAO8j2fPnALCYuwzXhLTJ4qkeHtzjaaDmQmphf/dVfvTY3znKQ7cZBGx5gopHlrvxP+7Tfdvkv/ouPXTIcELm+I7xI159sw29hcqAAv/iLvzAHrofWL3L2AZOebWKC7wR4CZz2n+XoLRRsFC+bhC/+4i9e78tZMuaprJfNr02S3vfLvzIx2Wd1LDCvfe1rLn/6a//0umT40PziQO+x6W/4v33Dsu1FLxy+wbXhqz/Yqo/E8k48r/brozYYNjTKNlZf+ZVfeflfzkftyGMrmTZ9crGCdzASC6eh//pf/+vrrbst7vlXPNDbRDttrS9naZ7Lhb7QPI+RPviiy0/91E+tL4DbTDsA2IiyBx8/st2mO+BXCS7flq4rXf3kMp+yviSP3cYbO21q/tSf+lPrZmbvnvnpeYzV/TJf/hVffvn03/4Zc5DYH8m08ON9+fj/spftzZ6D7Pd9//de/tJf/EuXn/jJH1vyxuj5XMQsfvNr1r0Es37fGXdsA9mlnL1wys0r9ejiQ68P2G4c6S9n2P7YH/tjlz/8h//w5ed/ziXTuVdm5socq9Z4dhPtPp1uU7AvOXzRF/3By+/5Pf/RHl8zBsyP75lv/PyNv/E3Lv9q7nligyRedPH7tOW0VZuUjewTV+MDoNWuf5Tdp/CFX/iFl8///M+/vOa1rxode5P55t/4ptX35jleb013kP2Df/APXj77s3/X5RUve/l8d8yZtzkbdh3PyWcr+Tb7nUn0q3yvB/uM1Xve8zOr34sxHuVsU86H5OazvLI2gNa8esMb3rAuQ37ap+0HDZwhe9GsPzZT67Mz1zM3zuQ88sgjl6/5mq+ZHxCPzhh66Twh+PDFS0L/3J/7c5ef+ImfWLbzuQ1lOk/9Yqt+2rrKY4+Dt+8hTfPcyP6bLl858/iTZ1PIR5s4a/ob3/jGFXvzW3zMuSfnLeH6/u1vf/vCiQ3gHyA/fdlE5roPc2htSPn9z//5P7/89//df3/5jM/8rMsDL5xNOL7h94I+/zavY+MeE3KzI5nlpz56qrMLjXrzfQTcAbTSKSc6mvbc2T/WRsTImOPUjLN7JqY2OAsGr82Tggp+kLFR3KWgGFUvZ1s2suUEbeCkCYcnvmXzJj3Zn9fyc9rY/HoWcCSHc6YOwXenIw5H0cEXWPUb2B2wYnag1VfQFs4uf29gFp+gLRnTSI8evvaBszN0OYC9eBYKg9tNk/DpPfM6mA8WQjqfLeFjzslf+bZv4eVL3sh3P8M3z5trbTIMUmdaXNN9/7zO/oUzkVpU739gn/0i0ylgl2qyibz5z4rlp7qDloMyX8jyBk2n7X0l/LFH95uGi78FwoER8Bk/PclfOtdkv7n8gxadWOLvl+JP/uRPrve54NX+wHzP5Kl51NyNjg7sL59vs/j1//NzCh3vg/N9LO/weGAWfpcL/Upy2tc9JD4AOCIWJC+bHJyUxUcOsqcDCfnonK7/+3//76+bYB080dtYJUOM4PnuAOTUuktja5xMG7naisNSNn8sbC4dGGpO1TsALVvGHGccfP3b5Qf3OdFnYynO5KETD5cx1cHtPFz+laNzb5IFv7nlO0I//uM/OfcFfN06iKwvc8+ZG+PqB3/wB+ey1PdNDP7B5Xd99mdfHnnkrXPwev06AOB/dGx717t+fPn8ju9+5+X/+13/cL7lYg7tL0y/fA7Aj82By2dNxnKW3tXW7Lttt/hmpzZ0Jf0nznL95qC0Y/dtl/fM48zvf/+vrHHh6+JPzSbZ5WJzslitywF6YtZnm0c3deonc9sN8i7z6lOJjtMOtgCy9K82ebbBK8ejfuK0AXPxne/87jXn7p1PatjYLL6JoV/5xrNNwZzDHvycYZl5+MRsLh9+eL719gH3ApGxz1DvNW0OTvfOBn3mlXHJXz452/PqV79m+teZxfsvPzH97TKL+ElsRy/e6LNvGTl/8iV/4PNHm2ROGPu+Xu9DqDYk1hHfYHp8xslEaK0/7qXx0rqXONM8ukb1+Gg9nw3+9KOXR4r5M/tq66A3W+RsLbbaAF+sB84A6TdzxVkgP3z88NgbvH3fFX/JEQP4NcfHUveHWZfIt1mmw9lM8shXP8G9Kl7Kh34MX31y770PzEcy/9rln/yz751N9ly2n03D7Bg86T068Vtztz82/b7bdtsX8ZbCN8bCsf1MbLpdz85n8BiP0+Ds9stmjtqw+O6YuGm4x6d20Iyd61LUTOi5qHF5emzcmx6+bnvJpbP8dmzUtYPK2Vhdjj8a9RJadrBrvF00V3Gr/Hz8uefxJ5/ckv89pf3QD/zA5VM/+ZFfQ72MHeN1lMEgN8gkg8egNlHUwTOcvAZqDaKr5NrlIvCh6Zh14ur6mCQyhmt31kVgeoQyWzzevVZkk2wm5X3z8iKDVcCdlv66r//L80v0Jy+/PBPPQDRx8ZoU7nZ3s66NRXbhczDij4Q2X5Ulfnvcm138lZtQ8NuXPVDFgTz8YsMHdQdecvyycRre+wgcJB0UtW8583HMkWmBXE98jX/w+MQKnTQiZ3I7yHrayhkCB9l9wEUvPfTily5aNlgELBps2zEQ+5uJFY828s+2rW8P+DtxGJktHOS692TekTi/+GaBEo/pUTF+dO6ZeOglc4ZhDsj3WFBmk+o7TC9/+T5z45H8p+dbOnQ0fugo9sVVDl9iL1y2sps9Yuzg/6L50Ca/84c8/Yvv0fn0hrNlYiJZBMW8+PBd/+KR2CXePqp6Pzvn4OR7SxZ0i7sDHls6ENlcLt6xh33r3qxpp5v92Z0v6qB2Zah12XUWJ2dQPjg3NbKDrb5YbOzoc3V206P8S7PBcYrdAviSeZFXT5eQiebxOXPw83Nf1/vfP2cXZuy99tWvnDNsv7wUitWy26o0c4RVbDvtYgO7w5GZH9rOenRkiqf+aMMHx27yxdCPy023ZTw1Gxt95IzN8nNsdR+GBZqeD35wzq7MQRYN2VL9yLYOtvymgy2Bcjhl8qrjVT4T3F6Q5k3Q8zJEPI/PJsZbFx6cQf/+R5+cWO/75mzefRvKqxdsvt73q4+usxGzNXecnIPRFjXuz1nAbdHsXVasXWowhi3bfsu98EUusz195xILvfqocSrW9YM2ZTi2l58+oynVT/S9730u2+z1271yD44OGxxWeXeTj+3ed/+sdU84szL2C8f0l7C84hUvX/aItzjqQ3YUU/LpAtrYdsLyafhG2kKj7azPo+sdUbOuj4wPPOGmZr6PvBHh5nFj+L6ZezZk+r8YpIM+kH7l1a/j1/0zfx6fR/AfmrX4njlr86s2aCPnfe/71dEz8mZz70PE61tl02/WlC3HmrCPAWTxM/nqbFCXFwv4aODwSGi0sV2c1PWvNoDHWvLw3D9pA/xZn/kZl//8//DHL298w+vmR+tsdGeMvWBobKodC51duneOpT6evAYbMVMU8Wl6RuzpSj9doLr+k/IH/myHl0Dl/OPH4ps2H75cF1iuNvxP/+qnL580lzM/WnhOZ2xyLmcYcZY5IOVYBw51eLQnPf7aKqtL6Hb5XGhGn8CuszTDsQaAzhHc1UUTdPyzIAnuTMB75myBDjRAXI56ycMPzYHzpSN/TmHP11jnU8xzoNunl8lwD4pT8U/MZNERDm54LbAW3jYBbVr4mK3oDE6LCwgv1wb8mlAnhzz0rH/pnEmCI88vIb/a9kGxgTNEcyDjOvvI8IXaHWMHGIuXyXozUej0MjaXSvySctnExLCRGPYlwyDlJzx6dTaB7K+P0CijR6dP0UavHj5fdpsb8iyO0z7euh/lQ/Or7kUP7/tSBGDfkHe95ESuzeX0TfFNJ5uySx6EYwMedkhAG99eNe8x2mPqZpFBD+DRdUkq2fqSD2cMkhuvX3k+Yvj0h+aGvVlEbFY+OH0zTOPX3ig/OJfUVnxGx+IfvS49SB3ExRcN3WiyYRk4f9IH71r+U3OQ1OcvmK9G21CJ10NzRgiIjLo3obqk6yydx9Jf9cpXrw2BX9PdUFn/7f59wTogOdv5S7OQA4/r27TPTJzNp/k4C9vg2XPGk5zGkTIfilvjH275P/xo9RXa/OabTY42ByVnbsCKx1yu0b78v/aXMlsfmE3wFMffZy5tjRvzjgz6AH3a5BIb2Kpdf8CxQQ6PVxnQGWgbi1b7S2dDDh56ar7SPXKmaW6k3XMUz4NjI6Rv+MwqtTaPDkormBPTXRjZs+hb4/aK5sA5MqYPaHUzqCfb3CRqA+1+NXaVzjmcvfUB2wBbVtwYOLBie/UJj/iTY3161byxPTk2KC+cDRbD1ho8/K8cullcZtzPJcqxmVyXcMgA4iCOjYfiL/ZAW/rTs2J6tdFZNzydmffh2RXXGeeNy5cc48e88BbeFz/00vWDhHxQDOjKv/TIAy9DfXLWpvtm0zDTZx1D7puza3542egs/nkB6lqDZ+6ZE76wLXyd+Ujnbb/oEAcxAvxFAyfW6lL86MTpdl+hWbbPevPUnBn0zcOHZnP/8nlw4ekZD9ZafVHM73WKZnycEzmTz7jyw4fl6+yJMb83UvScaRl5/NGWffkGB4ohnWfdShRO3+yYw86c8feqczE9D3+eOfv/PQUyKgew5Jxy+DOPPlxO4IMrUJXJAWf7DtymX+GYgWcYbp4OXLh2gBf9EKyzOH4GoV71oRhenfiy9R4EBwZnFizGe3OiPqatusnU5NMxyk3S/JFXnsKyS8ezgQ/BtnV3YvTbr02BFp8J10HOePGLtE0MepMbv18IW8cQzfl3B67qm+a66ZizCOvjoWPZU+uSzgRi5PAZkGUS8S8b2XLGPzr2gdpPGrq1R0PWWZ6Irl/QndHSIau35lyuS00up/A9OTY1+MmhB/5M8BIIH44/6ZarZ3Py1LXxG3+86VyC50+6tSczfeXZ4IBzz5yy3i/wms3eUx+cJk/C7AX+gbU4X8cA36bVAfm8By37sicd6YYPolFXFrMnZ6FTtuCzfcPE0OmL0WjB36fKtz9i4wBGTwvo0jUysNsUzVF4bJxYrBv557Ki0wqkXW3JxoW84sk48WcdPkiGduV4LPLqHRzho13xWvZsOcR5QOBG7t6U0CEG+JZPU98HyOvm+Wp/7Y2F07Y7OkdOtoVLn7oyXdYPcxHseO442WCSD9gyPTU8u3/4CGfRr2+SKV/9ODJd3kHH6/FoDtp0jU8zd7JFHi9d4eFOIJOs2/jqS4/ADpDBFzjx++D88Jvi4l22jS32ZB+em6P9WOGn9SVZeODyPxuTXT367CI73PZjYjC4DTtWjz+57z3Ek41+2D799H4CCx+9yZHDGffKJ57cpXOimx4/hBfN0Pohiy979Zc+cZxR1p/7R/XNeEMrgXSHy09tO4471vmNXpn95ij67K6sH7zW4OE5Q/XKV758bW7GinUG5179MGeVjJY7MMURu5KBlG1id9qHng7ty/+rgGxTPfG369pK6Rhtd3SwYW1qBrcf9Nkxuqr5qLLntLGh8cbQG+c4AX+2ZR1cQYjm7Eh0BVE5msoFSL47VMCfSYf2jo4JmV88AjbIKRtwM/jMvvlPxivmGr4BYVcr3TvJblsH+xX8wAPpuvk1QUcDTd4imV3rF+3V1wYgOonOePGBJqK2fOSYm7vQ7ljOgjnrIRsBv+fvcmucWwPeQcsvuC2DrL3IkkGXA+6H7NLlIwxeSi89TdgWAW3wd+xauvciET9LQHKKQzxnTm6yN9f0y8DicSCoq3Yj167+29y18O+N047L5j1tJAvA0cWu6uXa2F8efhHOn/iSVY4HxLsq86d2fGSKo3GkDrQXS2caB7FwlcljZbbiwwP/DN6RDeg4c/qq3+gcNX4ZDalxD8iXkkm+8YdH0kZWuHuc9diso5PNS8z6wwaJrMrkAeMtvHp+oSM7Pm3KdONt4YYDZJSKxWqYZr8ybW72gUVf7rFsnAN1ctKVb+TRl47kwgN0cOxsbqPXfspDm4zK+OD0/YhZsdQGto/XtXHsnxInVhs+gFcxueXZuDbNVzu1sakfPOzORrLwJJcflbUF+Xy3OvnGwik3nVsP+TY5xhS7t2+eCm19KZbo6T9liQeIpjqd2YVH+aTRHg17dlxvNj98BfiSUz+Slw/ZgjY92kC88ujh45fj1x9Y0oO2uZaN+AAaPJvmpm+SX/umbixsv/iIDpBBdvbjm/8rDs6k7Y9fTrxnU/nUrJnaN6v+IUF+E5v75uytT/CMS5O2HjwgPemWn2U0d8PBP9O+9LGFjvzbY9hUSC7e5wOe88ZmB2wH+zSkoJx5ZcYrlzgP4JWlHAx38qDFC1eCi+/EDQHqtYBsnuk4GwP888+lAae3X+QlWnO68Yl75izNmmv72q8zJg14HRxYfMk7JyI6CcjZcfqmDg8XrUs08A7YZGkjd4F82b+r/q6DlGujS/bO0Uvse+bgv2HPjvQavEvelReeDHRklxbR/FG/Y9fUlfHQFx4NSFe2aC+lXz36KQ7sWMGhka/ybMIW3QrFM8fNqTeecCSmI1nyE4cGFPOlZ6Pu/L0bTzq00VudnOzQVns4Y0Yfqa++vsZgRe1KjwfEXx2OHgl/MYYH4Str3zL2WNRON5xydMmPv7ba6cr+eDt4oZW2nl8rFx7vSUPu3ejTJwfx1jdwZAHytly10Wsm7yDe8c1meMMaOAufHY3ZbJPTV0yVoyVDGaCLBw2IRzk6uZTtaJNJlDa/5tm4bu686kMf3SlP+YR0l5NXOfvgQHYoJ7s2OBDvrj3zL9pno8dH35g9MvYaTq3xse2wlm8byEBfvORo4KT0wIHotAUnnfLWceM7nuQY69mNNnqyojnzZMVzWyfZyTlpllyb6fE/27UrR5+s2qvXnt3w2ZT9aMKhI6PxC3+2zzRYZ5Kc4XTD/TDe+RGMdhCLXg7wBsYh/D337E3NKTf9aOHj2zKfiUteebTVt836mC27r5NZntx4Ppr8OW9snqvSHOZEg0Ye5Fxt8HAl/Dq5AaQdbXwFad+lPp2hHc/I6HSXrvRLzyByWt5O16T8wPrY3L7fg7xsRRfQZYA1WLNdfdk4hG6MDbJHPXnZCldZW2V59XC3eeFL2XLKq604oinBhSf3lI3vNo7c24D/pK180pET/tSBBl4C6csPdeXa5U34cPEkdwm6yoo3OWwNpwxO/xfi+EOHdMqufurHEj529TM20Wtnw2l3vPCg+ln+9WxAl494xShfyXTWAU469RYLuOyrPZnwtWWPHISX56tyMuiNLtraTnxtyYmmfAmZP9kbb/jq6ZYnUxs54cgosTm7k4325IHPjmSeeWU86VgC5g/ZoAMRWemEzy649MKfMtVP0IY2e7WdZbr0c4C+fk9/bf++ebbJz3TynzTZn2502sMno/opRxkezemXMjj7Cy65fIwPXToqn7TJ0BZeOf7TLnJO+pNO+bae7Eku3uCkpaNUuzq+IBnRnfzK+lpOR33uh7LH3b1D6d75IXW/+27mrA0atDbUjnkB2UvuHCH3Wc6b4/GpN7vQZieZ8FK05FbO/nTJk3ObZtlwlX3Sf7Tl57yxySAGKD8XKFjJqM555XNwFBi0Beekr10bmKE/Z3pNgOlYPCMPfTxke9po3TA1FLvt5hKNX9lkSmil+CvTkz5t8OqecALRwzUAKzc44elAC7Qrnzn8Kav2aJz1UU5/7erF5eSPVlsy0n36ll55QE568JKR/erSCdXPPPuyqTya+NXPBI82qK36KSe609bo5eIubtHJ4asnUw5/O0/WSR+uvi6WaOg6L28k8+RXlrKZzjO28GefRXvapgySS09yy8/2ZJxt+UFftNpPm/mTf+EX8fxRz26xUMcP16WCU+7pb3g8ycULkhPNiQ8nB9mbDPkZu5OmsjmZLelKTr6iTWZ8coA2m9ST8Wz02YMWpKt8Y5/5N5loshWFMrib/tVw/XM32fGURx+tXGJvwI5sgYv3tOP0Oz45fPFMZvKiS170yTrx2tS1FcvkJScadFL2Ja/2Z6vHlx50p77q5Px65eREI4dLf2X2S+k77W0unTzkuH/SvHKT/UvntQEfnh8WnT0jy1fgtxyxYqdjmXziNz/o50L0ndjQWwyVs4MecNvuhZw/2Xk3HjTa2TQal+7o5KB8VZ6HP89pY8OIHMmGgqF+NyPjERgLvPrZgeraJLKlcOhuLzrRyYE8G/ANs/+TZjJOp8Pt6+57ATBInLbzxJEbLrW7PDXnW5Y8O2BPUFjA0WonX32f4bnZsWYfGzwJs7vqmbtU/vBbTl6XuuiBl+CD/Esv/0/QLmlnk42YFL2cvPVY+FVn15rJYbP203byAvygPHx24VVml0QO4J/yyYeu9lMHenT44Z1KjRcejjyA5pRZHOXpr12efYv5yq9MpkRPuuAra8MvVvmiPdCW7myCw5fO/MGDNjno4k9PuOSj1SYBOduij652/G0WlIsFOvaEi14uZRPZ0Z0xqJ0cMs5c2VgDycUr3c1+OKAdZJNytpSzH+BpvJob2tO1CK5/yEIrZb+m5GnPrtOOE4+WDnRigY4dUrLTnY7y0xY4CZx8dEnkyQE6MqOXa8vG6NCGFw908eQjmuxDe8qtLXnaKpen8258yf3/J4dNaBtLyZaXknHSiQlevsWbrPLw+oit+CVy0QA0ytXholVGe/Ypeqk+SV606vQB5SA6uTlQ7MhXzlft1SvLz0Rm9OV44qtcPfp8hN+x2eOILzY5+2bnOex5eMDlsmfYZfxtf+Cd1cl2tgE5HD3ybEYfDbraKp95POXa9usnbvooHadMdM8HPKeNTYHiOKMYeDp9OszInLsdqHjhdVCQw2QGyVDXHo16cuTVh2Ddm7ce9752jqeehnhIdNb+2rDHbMEaIFM0wbxAzRNHoM0CfWedruxTxge8T8EAq/2k4afJck4mmxK0Dup0aCMLrja24S3GxZEsPPFWv02HJvvJBXKJ7Mr4Tt7spC+aFaernXDkFiO86nfzn85sUM4HZTKBzV5lskE2xJsd6TnjEg++6JTRqudHsmrL3hZXeLQSe/h14pJz6tCeXPjsxq9OBvloooMrZuHL8SSTLLxo6Y6mPDvK0cWb7mhXw/yBz0eyQXWbbTJs7OVoARnJ41cy5SBaNNrJMyaVQTprjx8dXHKiN/4BudrE4QS4+Ip3MvGQC+CyLR584bJHHeDLBvV4lNECOFBdGQ8Z2mqHry6PPpx2PPqA3pNGW4CPj5JyurSfspIPX1yzSdspP9r4b7fRcbaRSRa+ZMXTGqSeXjTKoHhGX3/VRi5IX7EIn85swq+cDjna6JMlR9daiu5sO+vK1SvnT3aFJ8N6RV9t0cLRmQ9L4fzRHpCDLn38SRaa9ERDltRclUvafYcP+DzHSx6aR9FVBu+m0R2v5oGc/8ankwU3/mZ7vhCRjZXVtWenPPtqq109OGUqb5tufnDAoT954n2u+V7RPkLuDC3HnlEnLrE6RADqaI6BAoSnIKE5IbkFEC1IT+3JkE+IRt7In8tQM+xWR7tJyrtF1tmw644VrzczLtmDM/jZZjHG72wOMOjgAFp1cNoAX3013vrTRIQmq80AnXjr7Pxg27Ml9GecDHDyT7voUUcL6gNlOLJPGfSqp18OTho8INrsIy+ZfIsObWV58pNdO1449sqTG708mrMt2/iPr4RGOUhmMdYOyATkwOVDcuTZoF35rMOVoiUPLoDnV3Thq8vRyJN/W0d2o4s2OfLsVk4enVKLHz5Q3ngmGw84edGRqx3EF32Lerxoo4k3efzRDpRPm/K5Njxos7/62a4cpLO6PJvCnXX0UnKVs682OaiOFg1Qhs+fZMsrsz36ZMUXTe3hizN8NEvh9U+2nPLQoU+f+pnYeMpKJxnw2k+54dOBXlkeb36ztzZlfQoaV9mRTHxkZM8p78TxBcQvJ0Oihxw6wiU3PdEnA76yHH28aONfRPMnObdpT9vxAbT5oc52uPoyPWdO3wnayIvH8SAc2myES5dycsQC3osnX//6j13fifJE7TJx+NGhd8jbj6M3rlnxzOMuOolOOZsqy4NoHMPASXObTntylxkj5qTXDuBO3o197n+f08amADNE+U7wxg51joAMVY8OLkdrr5Pg4UrJIessa8cTP9nKd2iuwdt816BN5WZTszvUG1c9GeUXqkc0mW1g7U3HzQQgP79u60qnXMLrjcDxxGfQa1vtV9vRN6Cb0BaIJogymurp4NcZAzpAA7FY1C/FSS7lw2K6/snOeKOlM0i/NhBttqsnR3t2KaO5rTcd2pX5Kwd0Vb7tx9mGNp3ZFy758MFZJlcSt3hbKNJd7PEnrxwueXL46uTWzj464IpJdOVok5s/8cizC112K4P0yrOX3BJ5kvZAW3KUtdED6iu/wuNJhvbkaktG7XK42zRoS7WVhydbGWgrz/bayrWn79QJf8ok66wnL/ypKxwa6YToyKpcDnfKzYb4kysv1SbHeze8NvjinG44/VQ7fjSBMlqQ7Gjk2k5Z6ZYHz4arPRmnHGWQnDOvrD26kzY7s11+24ZkpFs9/WSBcOmIR16KLh3q6U+etujSV5u1ynzBE1+yy9O/hFz/JKd5Cg3nuADiXZXjD13amqM1Je+heYeNF4+aszMwxpmhdSwa2e7GWJcvvCLh2venHmVw2lv5pIuGDLEpdtmAFq6YJCO+9Jy+a8OTDPXnA57TxoZihjD0ND7Da6uOnrM6RVsLp7JUp8FHgwf/meCSXTDIxVdbMndO72Ja/QoH3MSkbGPjDbMG1X33zhtZZ7B6uRbZT8wL40A82qrXMbWxgZ3wi25kK8NHQyacFOBBA+DRssXmSr17edTFJVr0aOGAX8/q4aJVx0M3XSfAF+t45QCt8pmHD1e9PNvoSl/ytJ0pfHm2iZ0y2vSgkeAq0xmgix8umbfbozvb4wunTk9y4OO7jat+5tHKGy/6MdvzL7rw4nXqUpbq39rC0wnIQWN8kEVOQFdy4c429WTaMAFy8EjkkR2/cqCMtw06PBw/8zVaNklkpz9+MkB2KGfzSVOMoosPPbrkojtBm3TCiautHF1lOT3sOfWdsk76bMOXjHDxw7O1duVsjlabcjy39aknA22y4OOTJ/u2HPVn0xFt7elKtlwb2Wj1dbT1vXp06YKT+FpZGzkSuN122rII5g/a5MSvriwZx9kWTntw0sKpszs4aeHICNJ9NxknLZ5oTp+iyS51Muv/5MvNKzJK+YUnnDJAb2757Ilv/73qVa9eL+XzWRdvBb93xq+XDK53t3mIZu1wbuRUN3Vylw4gZy8doHiEh2sMKAfR5Wvydr24P3ONjTbeZH00+XPe2OTgaQxcgWBUToVHq1w6HRIkHR1N/GjhyG2wnHzwaED46gvnTzoV1QfQGEQvfenDazAYQD6GaZnXtl98tcu3fWqhRpfNS+j88dIwuBLe6G1A+GnBxJtfeOHVg7MMh/7ZgHwQD93FUxt8/OVw6VSOLtpysvCU1PlU+ymvMlmV0YHq+OFKyVePT7l+VQ5OnvqE3LOMBi5a5erJkWvvoJ4/p20n3yn/tDc5ySUTnLzZAZ/8yvJotUmAvvoDTj9VXwTzJ9p8oOe2n+SEq4w/2spkoasuz65yNOkkS2JXfHiMa4Auv+UgOavyLH+iOfNIk1N+4k8baodTPm1UL7EfZGsytFcW87O9ttrlxVVZe3CW4aILL7+d2ApOWcrVo1dHm21kN3fijwaPdQ4tXABfDOBL8MrlJz1ckKxw8WuHC18OH82pN1pt8OrZGq4NprF++qwM8N1tM57uU0fyk5NN8MrRVkeXXdoD8WfPSa+MFt0pP/5kaoc78eil5jnaZJw662e679gzZnkiysv51iWntf6u4pIxI2Xs1MfPXMtHxYwjOH2Wlt1/auTf0XHTvErwbATRqYc7bc8X/kYfXTzli+B5+POcNja3jTqdP42/7UTBwF+nFhS08AXkbjpqTy5aPbJkDbJht+imE73Yc6bK7hyd5DE3dFO2AXEJ6k1vetPl1a959XyB9n2rk+//8L7T3Wuyz7fHLp7r4Ltte37Br29YsWuAHflRHc2iuw4M7SYJXIO2A0Q88GdckhmuhUu9xbGFj9zkrML8yd5ob9uk/W58J39lefKUT5/PMprowp9+sJ3OkyZ54eQn7sTflhltNCdftHSGpxs+ennxzc5TZvEJR068lU/ZysmLLn2nDHQBvKSfWtzDxUOm/gfKUm3ZnZ7qyTCu+NE4iFc9mmRVr49aWMmEI0tS9ySevBTv3fLTV3rZgO/0JZ3y2tEAObna0gefrmTBAfgT1E9ZldGccQif3PRV/7VySaCrI8bWS306yVhUy6YdL/6d+Nt6b+hv5lo0+Mgm46Q7bUt37fGWwytL+R8u+clQD5fO5NwtT648m8prS9eJhwvg6Yz+rJ/4UwdedOGUz3S2V76dpw9emb9kRJfu6rWhBWdeGx6grl3e2fnkwStL1gDJ3BuJi1fukywf+7EfO197f/XImI++znrw5IoB9DIAAEAASURBVPp+XHOJnTfr75XxahOabV92nLYq8zX7qmdfvpwy4c7xEC/8s+m4LSd5zzV/zhsbxpYozxHl247UDh9UjlagosvJOrSAhD91uZ/Fgrp69AjoorWIjNBdnqDOznW6aNGS4YmoN77hjZfXfczrLu9+10/ducvdxzDf977H18Q2ubONfWQ58yKvc/OFHU79eWcOXAktfXI0Dc5k0BEY2NrJ7gCBB3/ytCWzWNztQBMd2XjxJEOuHZQrt5ixAw3dclA93eFrK9cuVY+OnuTBnXKUxbX4aJeKWzLCJ5+O2zS1wdOZnOw5c7Ta5VLxZIcUDv7EiVO2nPzJTnc+o48nm9CmV67f8ZXQwZMfnHVlNOiBegAvpVc5QIeHXPjsD8cOoK49nehK6VaPli484nTildGXkhFfsm63R0ce0B4u2vDZrj2IJh+1hasvwp3xqdwcwEN+urIhXjnYNGJkTqnrHy1brycx6QVklqPvVfOnzMrR4YEr0Zet5FbWDs645Xd6F8H8eTYdtZOZPrhkn+sNO+jPvtav27rUk6dcIjPb65fo6EzOaWtluZRO9HeDU7f2dJ9jPT3lyT5zbepiGx15cGc9HXKgLZ+Uz5jBN2eUo3PwarxsG7as9dev9uW3Dc99a1Pzspe/bG+M5kO8e/Ozn+rNtmQYh0B9/i5bdtvN2FoE84etm+7GR3V4qX4/6fBWP8doPFv2nienrI1/fv4+p41Nqhm6P0a3nYTnyBmIaM9JpuPwArSnc5XDR0OuVMC0kzPM6xFry47ugl88+1zNRPjaIVfsbh30yPItDV/T9lIj8MC8hfjJ+WCYQfHk9S3E8HTSxQcTwYYjP7VJ6ot2/qDNx/yIHo0FswmsXpscHi++Jk+DJ1n0xQ93LjLZSa42gJbs5MKTUbsykJfQArLZUZ0cCcSXnOSGRxOt8kmnXB19ZXR05gc8GcmMrzp6cOJrI2fdTHdtj04OWtToioccZYnfxbkYnPbExz746lv6je/JO21EU12e/mjl5JKpvYOs+gnpLM74kqvtjB2+9FTmX+XskIdLrnq6yLhtR/Tl2SHGydOWjuSeNmqLVi7m8mjypbZ0xVOd7tu0yTjnwunD6VN4+snJBrm6dOqqvJDrtL+D3l645WRH00EFKvxE5dpOl2L1m3F46r2RdTNW2UaeXFpSrnljWHup9nw5eeDQ8f+EU356yA6PNvnJKJZySTvAf/LBnW3JhzttTN4pQ/tpf7LxlpKvrr2xFW/8yZUD9EG0yThtQZOdckk7PfldO9rkpvdOfZ7e3Z85GJrrWJgIXJ6Yr3fjf/CBOVtjTM09NA/OfTWj9XL/vLvmjW/4mDlzOw8ZzKcRPjTfY/I+G+ufITBXmyic8l476CxtvXuNYVd4ZUAnXPbJ1eEl9RI/4U6+aOUArTVhsjugqfY7yI+y8Jw2NndzNodPeziawXKBBvAAD9BWoJRLySyAi3j+wC/eoZUvuZP7bIKgrQm5AjyL4gRtyVmKZmLJ0U6BHS5HPfCgT8Xfsx6Ze9+vvu/y2GOP37Fxk+/JhZ4sB0s2tUjCSXBL99WHePmjnW1oHKRqUz/L+JPnEgPfTvpihYY92VTM5CeERw/Qg+rpChf/8mOQ1bNTHi8ekA7l2uKDA/Ti5Q/ZJ492dX3hrA0actCfcpSTH48825Iph8tXNOCUpT0flcmNX1nKDnKSBaffw+FNFpy22slQljcu07UtuokdGm2AHHWJTeyk92yLVo4eTbhTFn7t8uQlB+6E+OTRKEvJoINPXf4ko8RH0BlNNsElNzoyKpMrkQmXPnLUgTaytImDMsBXH8ULn+z46Ysn+Xibj3jC35YDD/A3H0+d2qJJn7edW0960+pYNDSbrhjh2Wd0dht7ugdil2/6nw64xpI6yFZ5POHIr7ypb+KprVRckiFWZMnRgGSdZXzw9Vv6s/Hkzw488OKHHj7InhOH9gQ08aVXe7ryIXuTefKhTUbt+KTq8vxTBmeeDHKAHO6UEf6UnZ3os2HxOCrN/6fn9okPzSWk+21uttrL/Q94smmfzaZOyB4YnI+NPvjg/ZcXDPKhFz+4HvXWfv/9Y8vYjO/D8x4b43DfR6PPl7nrz/YHQh/ssXLTusdKPrERZL8y/mKSj/kFHw4tOGnZsflXy/wR/60T5vmA57SxuW10hjDWxNV+OwhotHN+O3UTGHVwW271M4/XwPYyPG3u/tbRyuldMuvIwc+w3XpHv266bzr83nlPjcfhfATTN6MefXRffiLDy/ySl0w6A/Kzi88tEGifutLVnn9y/ndQMMFPiB6OHPrQ20ilGx5dE69F9rRHewBf21k+dUWvHajbTNEhLZ+utmY7e+K7nScDvrZT9lIyf8iFP31T5/PJp5y/2tXLyVKWQLzoldORvEU0f6K/LUt7tOlQl8gKwp30ytkSb+3sCeKVZ0d0Jy5ftBkD6slPljwZ5WQEJ334cOqS+Ic7ZYSLjkxlvtzuj/SRld34kx3vGUO49NUuB/WbMppsuC27TT88iI59yvSfYxkuG8hFV/3USdZZR3vakR504KZuw5LN8pt2JTI28GlhVp7skbRkaTn1kw/KV+X6J1wyqsvh6qvbPNq1AXTFQSyl6vEVY7Tx1AZ34qMVf0CXsjy74q1dnoyz7dfD1Zbc+E48W9J5luH4f9oaH9+115ZcefGMBg/awPEAH39LyZIXE/R417eahn1/LXyvMa4oOGOzNr/TRXT6gLH7aYZrzsg4otmkvWBeWfKS9dqSe4bmyXmpZrbIl20ULfv0282aw/7b8UBaDOJXX3IOH9Glp7L6meI5c7Qds5TBybMxH/3f57SxeTa1tx0tIDmG73b5xMUfTfUcR6usQ9DYmRpOHTLggLy0P/A1yGvQp2HJWC8rmtM2DtRuuvIBsccf+8DamHnZ0WOP7VN/ycwG+bmYqt+Bq2x1fLUpN9DZ3mJSe2eAdHhtBj8+dbzK4fBJcOfkumPHFGrPFnlylJNx0sGTCVdZHZz0Z71ydqjfDZJr0leWx5cdp25y0sv3aPCV0IjR3drQBGcZ7uSvTgZ7xEmORjkbTh3ZI0cL5JXV0QdkxX/ilcOnM1q8p53Jrp1t4mncaDvlxhuuHD595ek45WprvOEBcFLlVbjis712bdkb3xnXk/e2fnW04dGyBSRLTr6k/yX0IFvU0YmRHMSvfMqvDe9t3fFkA1p04c88Odmi7Syrg20qe7PLmBbfbSMatPminl03Mm7GVL6mC302KgfxVpejS492euRScqOPX968uxstvtMW/Mm7LSu6cu1nOfpwcilbtLMZhC8Pxz+A7oyLuQMXf77wLR586UquXALy+NWV4z/pTpr0LP7ZosR3//zYtnmZZ67WmGeDD8KvfMrkOQOzntp12WHAG4df89rXMHLx0D0My+blw+D9gD99wKeeD+rgNs3ZXhs6vpCtHf52QhNvebjqJw95p3y0Hw08rxsbhqxATp6R8jr0DEJlPMonjboUFMBomlAFowDFp155XadcsqwY6z+Nk+yo5x6Mufzx+te//vKqV7/q8p73vHfZ7f0xjz/+wdQvHHnpkYNwcjZKbmauLXstiPFoq1we3SlPWQLa06GOT4omfm0gfPLLk7epthy42sPLm5gmvvZiXl+cPM8m45QXfXlt6iWyz/bT3sp3y/mPL9vQRJds9WQrF9PK6UYTrfxM2QwHzrZw8GJVn5ArGQPZieZuQAbaIFtOXG3JOm1IZzRy7ck5/Q938sOxvc1n4xb+TOTGf+bsVAenXHZlr7bbsrIxfu35og0Yh8rJSX7jsrq8eEXvxwuALyW/8a0d/WmbenhlCX/l27S7vljuxEcNPp7deve/J/9JgTddlbVXfjbZ8NEp8/mkvY076RfjXf7EX/yySw7kxVi5/tKmbExpz5Z40q0e4A+ffG3hyDl1nHLR0AEXnPJOGbXL4dOlXD366qfc23TqzR3js/Zw7EqXXJ1OG5o++/Ph+7ZuP8CnabX//1i70+Bbs+uu76e7b0/qSbNak6W2ZElg4RgHbOMURQKkIJAQXEACxiQvgIIqoApC5T1VvIFXCUmqsEmcFIOdwjYVXlApE6iA8BCjGGObgtgBFfI8yBpaPfftIeuzn/O9Z/fhykG3te7d/733Gn5rrb338zz7POc553h7ySeeXp1P7N64d94luDE/pzDXqieeeOL0xsfeeOsTuXwWX/HmY/dLp9jItdGKZZwm3+OlU/92NgvgjKGd/2q8xjc/e03+paAv+camwRFcA1Ai+trxG3y67PZClh05So6/n9DCwc+mdr7Gem1n1tdNj69j0o73K+12fWsjzE6g3pq6557LczT0W5j5gH3gHLGT50+std3hYePODD5iV/FMAgpP+/qASN4Y6MNsHLTJio28Pp4ivvyz22nH1S5245EPvP1ulfjze41V/zqexpd891mfj2LNVt3Flo3+Xstrt4cRTvOjH+22xRBmOvpsmqP4eMZD3Z0AOo1R2Nd4dBA7OjtlA685gqewM2bskHakTU6WP3VEtvfjq/HJ862v8BnF00+v2MV5jR+merfRpouShV1e5OmUD5387XZ4xWPTYk12jNFrLvgzpvCMVTFfY9ann+/wi0FfKcbiSS/5gTGvui/TcCvW3Sb9C49Bb3VfNiDkFb612Ua1q/HD1Mavr10JUy1nJd30m5N09emh1mkx0WGvv+M0nsto/uRPPz97O194UXrq4icLe5fzH9Glo2ijHUM7DDK28kLq5OW4BPMnLP1873E1NrBbi3jhXJ/L4Kxjfa5QPpji07p3ncearh+PhPXyvBUljZfmBfmNV+c4nTa5ryyxwXn5fJ3Bex7OljcfYhSvIpaFec53z2lvsytubTYoHLrk6uwak6W4/UleHW7xfCG7DeLfunlHG5sCUwtGHa+J3Hm1DYrCpiRqp7PX6WR3PYC3G+TwGgE6B+YxsZa3/vyZGFw4Xp2Hr+bLjd74pvUtxM8//9x6+JH90psa5u6rxY8v39vp4ZGra9Nl2yKHSae8auNXnJCVdNNpUeAj/WJJRldJJz11/GLHi/Kh7tVuceNVdtwdJ7k6fmOgjsdfecVng9TyiPhPhhceHowdc8eqHU71PkbXvMYyXP3i5O8LYRZz9sUGn83tbPGUdK6x9eVeLGHuc00H0Yluh3PtP7/Z5qt884Gfbrh0EH64jVE6yZfi/AmXPFn21fHV9Cvk4ZOFoR0/jL3P3vFDPww2+HjWt3a82mSNOzv9MNT5iMc+nWmdx+QYn7DVCN414QnDA8TrbfLxkR5fCP5O9Ysh/Z3PVsFLrxpWxxVb8y3/xkC929FPli+8L0Rs6dPd28WzY9DDx6sUZzU/4kXxslnM+bP7S5auei87Dp97XMUWv35xwtFWR7XzET9bdWXXiWdVWKs+FdXDw0tvrlGLPwr6NvH3zwdebHDMmUcpYNzsa0hmY/Pqc8/NMzpHTmyLO1/FpoaJH2kXnxrt8vTTU+9jkc0+nruNmFF6YVcv4ev8c0cbGwEURAGLI34yPPLrMopLtxMn/QZmt61dvePg6edDnd6gH+18n2X46NZSPGOIw7c2+v4a3+Bo4fhphZ1gOwnStVCu6dZkjUBcTap2sTooy5N9Otrx9xx329p009EO+1bu5zjDo4Oyp1fZdcJJjw2evPaTCT6i9/9Xy0+Bky/tXrHg5QOWccfbibxxKrZ8i0v7+K2vy9iywS/uHU+bHDVnfBZfdXHDUcz5zmOfbr7SVZPlp5oN0q/QjcLTD0NNt1zFUBz0jGV53g4zHl3EFsENezHOf8RQHD37lb4aHrtox6mdvPG91tW/jgtvj00MqFhgkcOORw5n95NvOmRq45O/MPRRPukl04604aePv/d3Pnv6Bw/+McZs8NIth/hqdvjnsG7p7jrZ46H61eVen8417/BxPg+ex3IfA/K95AfmbmsM9Is7vfi7bjp4fO3x7Xa11XR3jGTZk6W312EXLz0xiUFJzkZ/t6Ubvnq3KRZYkXZ4YSULd197dBW64elrL95MSzrHDB0x+mCM84/NzKhPPsczY65Xjn/XLqOxnjk9x+2ZmghmxFe+9zjwdtpt8Mkbm2TFGo4aJddns/O09xcTxZPeUv4S/Lmjjc11ECWibiKbdIGXuDb53VM3KHLA1w/3umZvYhuEbLLbB5DMQnh1dr2rbbCb2HOtOj6KOaL5cqN7X7l3fXOj77F54IH714EgfviwFXHjKRYTwnMxFi+eCXtunkpHXXBgsEGNDX18VN0YJgtXnz25OJA2XnHh5SOZuo0CH/kJi/z58xP0YcHDR8WBR66fP3lEcMnYZUsPhZc8G/3ksPSNF/091vDokpeDmp06G3XjK14FGYMw9xiLKVk1mz0+fZQ/GOTphHltr1/+B8LlbzY42vRqW0NsUXUbjPDE4nhgi8KjXzt+eaZf3I0Xm3hs81k7TDUbdesBZrHnL/3iCCdbsbPHR/jJzDEKV1zNJZ3mQDv89POrn4xeGORKtvgKTDxUXOnC2fXpInPUuoJBX53fiWDx8CMy+PlTZ0vn6Ftbx7rdfYdvfIxNfTraux/x8hPt8us2/x1XYanR7fph7nJtMSF+m8N9PIpPjR/t8exj3xhlVz5yYx9G9vjXMj7w6LAPC78+eRQGPbnLgx99+eVXnd11zGGr5bCPZX6Kg6ziu0duvjrzOv+K7Z55N8F30SCfkLp34nll7ub5Ath1Ppi2dxrunWdtHpzfivKlsGzFd/P8dhZf4vDCb+FMH08ph+KpZo9uxbZ6x7lo19Euxz1P9vpqOsnA1Fcr8bTFs+su4ev4c0cbm4LYE8Ar2AKsXwLx09UPY9dhh5+fHYdefG0D2GII3zf1aRu6V52MzpNl4azhPA+s9zHvmYVx1+yEH3/88fVe5ad++VNrody8eRwsfHTgmsj9y/nI8ilGC1AsSIxi23OtTV6O7Isffrnhhx0WO4TPHj4Kd8UwfKTdwqvGLxcY7JX81FbDjGrTU4qXfM8jTHI+k7MPI+zs9FEnj9WZP9nAUejt+dG7jiVbdf7oRHj14XVxKm4nM20lX534yyddmNq3q+USTjrFHw67xqC2WozX/PJvrOiFW075Y4vCyKY6/+rGaMdgVymW8HY+f/kg3/v48VbjLC9GNQqv9h6HeMPEN6b08Vt/+o01vv61j7CT6acDt/HAz6c6frp46ZPhox33iL9NMD9L5Zae9RZlXy2nQRs8cVzWVfhq+OqKmKJk4amPeC7rmW5ybTjV+MmyPWK6zFN+d190OkbIGxsYO35+ioksn7uddvi7fXwytM9VvtSITnL9zi3ijMKBq+z6teVWmw58+Sn4qJoMZrKdT6/YquOt/jxDY/Zndgdj1pYPtkx/Ilv4NrtSsy5uTEz3TF/7+ReeP33kQx+eF+MPLl1YlR2/OSkHdXK1uIvrdvbJ1UrUuMnVWNWHsfvc9bXDUe+xNGbpv576MtNfBErBCGQfkOukydKtrZ8eXsng77qFg5deOvmtpktHQaZtby/m/ofaKPVL3q/MIvGROZ+O+vj//fEVk11xi5Tf/cSKj4pndc59fh1AdIo9XbJsqsufTGmBkEfancB3rPDUKJ8ww4e3U/zw80tn52Wz8/Z2+tlXl0+LN70dD86OteuKN6za5NrpseVHSbc2P/HodTJjmw4+HTwUljZesV3zdwy6MHa67pPlK72w9z7ezt/bYeDBr46/54S369BNP348NWJfe9clS7e2Gk5Y6n1M0i+mdPWzvT52siHfsdKPTw+pw6O/Exmf13Q7XrqtK3146gqcctAmVxyL+9okQ+zG4lyzvWw8Dtlrx3TH1nZRG41bGLvNMG/FlV1140AfDyXTxg8rOX50zftCuo0PO23z0DiwKY4d91fC3mVhX2Ncr6VySb+1EBa5djlU46XbGtQ3lyi7YtfvfKodjppdvPrw8yu2Nnvw8Ku1yYtF26ehqAzC+gdzVtr69BM7d27WZvc4BNaYPzB3YfyUwkc/+tHTm9/85onnOJbhw4YbFWu+1Qpa/s/t9PeabbrVbBQyeeLzqbYeUP6zCVO/eNS7f/0vFd3xxqbJnYzWoSgggZVgQaoVCbVQ0smmxVVfjRoUdf7C3eUNzi5z2+6u+ay3j1+H049gTqQLXzw351ma2YKs23tvf8fbV70/X8OvySoPfa+8YF4XS8lysVCLiY42+7DkG56aPCpWfbJrwsvvdRt+WOnsdTGlw/667H6TwchWG1XXzg8bumo8MSnXWLsd/fDV2ew6bRZhdmIiR/mqTV48xVK9DM42/HQgZktvt4e9k34xxucLVcOtjZ9NcZJp0yuueOmrd6KH6LFD+dkx8MNSN1baiF/Umo6/mPOHPFm6ZOntcex8bZRNNR7b7K916CXThl9e6eI3T9r7/HQB2XHY/dvQHldjyE5bSV47Pp3i0abHP6ouBzW7SJtO8uLOV98+HOaFfzmPhkUWhfMr9fmMdtt41cn2uIuZTr7o0VHHMx/lGE42e60dsUX5qN8YwdHGV+DnQ51eeMWjX87FYu2w0feWYteebNJTd55Oln/9nRcenjZKd3Wu/qRHB3kbacXpjsx8j423mwboFsbCwpprmls586nveafhnvVTQB/+8IeOZwzXM6GXuIqvOl/81Sb7lahc6CnNQXbk12OPdzv8eOrwwhTDNc6vFNe/jeyONjYCEuAKxuRMWb8ZdfZItieAzWYfKLYIr5NvvGzVt6P4bOGiva2/dEYEc4ZSAOvXo/zsgni5n2ewjrj1Z1f87ne/Z921+eQnPzmL+tmFCQd2PmGXv7qYF/8QfsHc6e8FZrjVIFB68R2EKJuV19jHK5ZqfG1jS1c73TBu10/vGj8b9e5Dfyd944VgVPYx7KKQrZoefv7Dya46m/r08a7t+MfrwqeP0i+//SJJjk8nvU58u18yVL0684dO+WaPV6EXTvIw8LXrX2PKF13bpRc/HLVYbme3+ymearJ9bGrnO9tdP15zYkxvJ0+PLDlc7V0GRz+ZWhyIrJzwis88pbMUz3+ufSWDn2zHw4cjBwUVa/Ue245T+3jr4LKG0lfvvvLPR3d3jrQvazqdMLK/XVx0iyH9a3v9fxvaY9UOrzqM5hrfuDmG88HVkU/aR51cj10x1o+nrsibr13G3z7nO+7h6cBng9qoaIebrLrxbe7zkX81P84re670woBfTnja1WQonGzo+DJZOM0QHlpYDv9JQ5stO49PvP3t75jHI54fuxn/I81lc7s/4ZFpFzM8VCyrM392fbxskjc25UYeRrb11fzkU3/lerZJL+zXW9/RxkZASPArgW2QChC/hYin7BeZBhMOPt0Sx0Ns8NTwwiFbfjWGxPMa21kP83MtayfsyxnPp8j18bcxtJtZ72cetmKbB8VmY/Oe97zn9MSXPzFf1Pdzo3bZzOSf6Rgv39cX5yZp7bZpTdwVsSbvQqkfLlQ6ZHCT4SP9a+rAY8cPu8aHPp7+Pgfh7H61i5MP/T23ZPxUyGurs1uNMwZfFRhyU5trhR93voqP7h4XXPpq/E5K1/Hp7xhsGhsyBLt48RS83X98dWMJyzNVbG0s8csDLl0UNsz8aydTh18+S3jms0HhZYtHH8WjQz8ctfHMN91k2bEhxzc27MsRby/5YYvI4sHRL4ZD4/gbXy9f/Cj5J9NH9BFdhQ4ibz7DFCt+NvrpxqsfznVNr7KM5095VbPZ7fB3GzK3/62FPnxwYB25eCtJWq3vct39wYBbTnLlA189IzPtI1b2e2y1iyn8+uHAqtBRdpl4yFH81Tn/wUO7bG+zPXCtpUOXPl64+kce4ZAfeZLB2zHL7bA7YtMudm0En25+dgxy+gg/vX2MjXv86zvvy3D+hEFPYZO/dK7nuLjCTv8L1fT2MXD9oeu6Y9yWXf5dy0Y20hUL3x6VeN/737e+f22N+7xsd827psYBfx9LeHuexaLe6Zq/4hDLlHKFE3bjC4POjlefro28b09GdJqjxfgS/LmjjU1+S2YlG3NqgeKh1yZzOXmlY3CaZHjXtLDPg5gNnXxrp6ON5pCZRWAZzJ27WSj3iGWg18RjrslbjWmO5j3HD4Y98siDp3c+7u2oe+fk5WR6bDYY+5IkPvFMyHrPsy3TthjEeOgducitWJu84lUjNZ0IBkq+4yXLj7rx096x9S20Dkx64WavH782DPIo3T2ea53ih8Uf2vUbgxY+GV1jEvFTwSOnp9hQFGd8umRqvPw68LPPr3562eCxwd+JDf6up63ws8eMF+3xNB7hhJWv7LKByya9MNV0ym3X0VZ2WXjsYCmwwydXdpx41WSIDcIvLrz0yPKBF4lnx6eDqsMPM7t08LPfbfD4z27XKy685MVUvPj5yKe10nGZfvN75HHZ2OnD8Ps8r/oUy6SczeGD74OnH24x5Z/vQ/8yrkdczmsK/mvHq7ko7rDyv/fDTvfAPsYlPbzb6cVX83m7uWJ3/LDiZf7DFfsgMx/qPHn0rnM6cF77KTljFhY5whNLd63JkxWfecRLFgZ7/GRwFJjOKfSUct3tWm/Zmn8FqfH3OQ47vOx2zNrs0C0b1xJ48yOYa5wmxgPn8IXne2vwbsz157775ov53v3u+Smgx9ZGeh7IGbRjXOjwjapr68dTF09t/b3gGwf1rgMvP/j1d7x46mzDcU31Y7HJVuPWujl6r+fvHW9sLgFeBk9SLZYmTHANTHUDkUzNlk0Dg7fr5W/HwKNfYUOOLrazOTnrneZktCZ/dsR83Tcbmps3h/fy8WkFlh/88vef3vfed56efuapebV+8/RLv/iL60ctH57vt3nhhZfnI9LPrW95tLN+eb7aGg4qLs/0dCfAt0GS+1h1v3hMV7zi64B1kHQxJi9Xbbgw8oNXu7sHDniY/BZHPjoQw7weH3y69ODq903I+OHlc/evTSc9dvJYH0ecuLPNhkys4cPcf9HbxxbZZCcWbfj5x+ukkO/GUf7GhA++9NnBSKcTEr19bGDp02WXbX7lUFx44bArv2KVfzmGK+6ODbxyYwMLppj1xapGeMm7e2RdseejmOlmo43oVMhq7zLtYlTTCwe2WLIjL3Z88nhh6u95Nn5hlKd+vuShbd7IFdjpmAt9/LD1jQ3SRuHRi/DgxBMfUpPJQ7v4yNK/cePyTeF4/Bw25kbuTujl4Tg6Yhcvgps//cZy90suNsVm4bA5bPGKHyZZ4w7vEs/lmTJxZsNe/8C83InEg7PHAS897fJVo3wZf+PuBeHBP+6+aueXSVjH71+Zj/3id1mX9PhQtMPJXg7RMUaX9agvljCyT7/Yrat9no2lWNnKJ73s8WHXzxaPbnNRP3t1PPhhhBNPfDCMafHToT+vxNfL5VdnLbxqfc04z68rHOM/16ob84ves3LnF8DvPr3/fe+Zj3zPz/88++x6MQ5DDJd5uIxpMTY26j1WtsVJVi7x6cJVEH5+tOUS33gpbPDJ8zXN4RlHd/GPr+LI/u67j8ctFtDr/HPHGxvB7FTfRO2Di1+h3wAblJ2fDC8d7QavgalOX50NO23Eju4wOJ3a//OBPq1X55XFzVeOxZW/G/c9cHrr295yes9733X68X/5iTF98fTA/CT8zRe9jXIcfG5F95Hvy8F97OTl7uuw0YvzFkaxi6mLXXmLrVzSK449DzrsVy6DW358tGgcnPDbNHTQ6MMKb6/Zh4WPxIF2f/rZaaNiKhc8NjYpdC1qpJ0tXXF1IglDDmJnY1yjYkuvMUquLt501Aqf6WujDrxiK8dixGfDvjWcLV3t/NDLN+xdrz5/Ozb+jl18/BoTPvjNnm4lLDrFQq92uWVbnY901cXNtnzEGf9ad9ejkx7b8mNTe9fXjtIPgz7a9fXjh7f30w+3WK5rNuWWLLxsw8LfeUcM6+/KNXn2xW+u+EDVq3PVD7u6uQwnfOcXcO4EG5r8ZacuJ37IrZ3WczFkl85uH49O7TDxdl3t3eeOf7SPDYE86O2Y2cZbzmZjc5wvj41m+R+yy7zv56xiK9Yd79rnrlMuexzZxsu+Pnl2tXfMXa85NPb7uFznIkfEFhUDmwos8mq/X+jDdHfN3YxX5y4MjBdfsfG/Z12LfNeaNfL44+84+bDL3XM96i2d3cfuM+z8l185reDO8SXDK/546t1m72uja3nrcwnPctfQ89AsNlu+wkj39dR3tLFp0Djek9Mna0B2uXaLgLzFkY6abXjx4zVA5PsAJI+nH5aaz2yq6YgBpt/TUK+Pfs8T6Q89/PD6sj4X6efma6ktJBuiF+fuDRu23qqaaKd/WazyWRemkfNJzwUL8auvhqHQ4Rcvqq1W2DROXfzCSSdbNZlSnHzkK/4+HnhR/sKlt1NyvB0jX/kmD1fNDpVH+OyUiC7cbOoXh00PHmIXrraTYbJrDGOMxz9d/bBh7DHAxgtLm+3Oo0POLr14aoSfv/DxyuXQuuhlE566QibmdNTiqV977xdvssaETnGHn0+62RUnv/JIR309fvnINp18Zht+tVjo6Fdr75Tuzg9PnZyN9p5bOPSag3CypRNe+gcP3pGr2NgXYzb5jh82eXNPtlOxZJtvtbs9xx0gFtb3kVMY2ZKyzzZ5dWOQD3Ub5jCSwSpWNdqx02Nn3usfa4D25fjWQ3SL7eAcmPN3dWHID9E7+se6lIP+nsNSPP8h222ShaFOpziKpX426njZhUOmLY54xcZGmww1bp3ryfdNL51rfLrhlmuxHGNr43OsCXdt5gg8PhI+1yH6r8zPfb/zXe88vf2tb7/1w5fNP9yw+P5CRIcuu3Irp+rihlG8dLPNT/309PcN6h5Tutnmq/oLxfvF8u9oY7M7ESAqeAEWdIOhxm8RZJNdegYt+2TxOqHi7/b1YdBF2ktnQlPf6i/pRe5Owd2zmVlWczfB7bGH3vCG+WTUu0+PPPLI6TOf+eyydSi62zCHzbSOBeeTDz13Q9bdiPXr3udY5FJuxV889MmRccEv13TUKFn5hauv8AFffc1jXwzhxqtPXjtf+zzQj9LjT6G3+9zbbIpPTXfHrR8v7OJtzK59p8eunNXlQT+ZNv1Kesb8eszokrNF2eQvnppedTnuenjZ85NOPtniOQmm1wkvnGJR49HPZ/7xi5csrKW4/QlzjwsPwars9mJrHJNnH3R8/eIrnh2LfOfTZVtc6nxp73K2dPHyoR/tMdTefacbrz778MJSGxZ3UIqn81b+8ZNlV/z69LLhK5m6+demp649WU6ex6YGfrGp9dmmq0a7H3265ccG0cWLX42v7Bj5qmYfjjZaXyI3H7g4YjjyO9oXX/T4yfbwhXvoHHemLsdsMe3HwGFzWd/ihJfugXbxWQz4dPZ+utd1WHDzlw5ZOLWNC0pfOzs6u5ws2uNOX82GTJGfPoJDPpeb9Yzo0R/B9N8w16j3ve99p8fe+OjSdZxOpJbPrVgIlv3UYVaTaSv87v102O4x44tBXdzlyj5f5SGm1joe3fTdlYKzY2l/KemONjYFsQdXUJKQZInQkaCCSu7atsGqpltb3aSzzz8dlE9tslt2swoMl/7t6DigZ0c8m5Qb86of3TfPL/i1VJ+Q8umoZ56Zi/fEzsdaQHfNrcEXX5g8fDri+KpqduRLZ9pwbZqKA78d/T7h5PLpjoPNTjbyYFfs9Grzh/QbF88psIFP13izvx01RmHoo90HXmUJr/7wnX51+nyT6xezWJR4O19bgZPOdexr7De8bK59hsF+jyvc7KTTmoRtHOnghckesdl59dWInfbuM3/s4OyxhLXb0Fei7OgorR846eGj8rj2Q05WLHS1w6SP+ApLTcd4kJNdX2yW0fzZbcJgyy4f6ZA3xvnM/45XfOGR7RjZlDN5cdJjp1zjJNvxdh6bqKbhDYuPCrvWCT/5vNgfc56MvqLf8ZqN+hKHtvgvx1a2fNfmp7jKEy+5Ot/sEP1q8vxqo/TDCLd468M72uFe5ifbBbhh1lcfdyIOTnEkLxZ97XIW63UpjnTDUosvuXqnxgGvMVBnk37zm/6uGy+MZMWvH+/aN/zO0cYWdWyz93tQxkiZCOcRm2Oje/icdwvmHYR3z0PDH/jyD8xDxPPCY45vOAtjTPYYFvj84RN/j+vAO+adbXZs0tfOpjYZXvrhhE/PWDZ+x1o55oQM7Tb62cbHe710xxsbQSiCKnj9fVDw02tADKJ2/eQSideg4cG41s8nebpwIu3FP5+Y1jN+x/F7S5+uwX9pvgPAj4qt/jzM5A7OY489dvrgBz94+omf+InT5z//5LJxq9gG5OZNG4gjVnGVuza5Prq12M7tXa98+Nfuoq0t9jD2sTFu+4HAVp+NXOnWJgs7rBXU+U/jl101DKSP2OLp72UJ50/+0qfLrzq7dKthlgdeuLCMA3l+YSA13q67BPMHj4xfbTgo//q7nO/w6JWDNoIhjvJIzkZJp1iKFT9cNuyRtpI9/+ZSP4zdV3o7Fj2UPp/1w6mvxkP00o1XDWtv0xcnyi5/e/zh7TI24cFMVo0XBt6ur10c17bJ2PC74yWrht847njk2d2uDXfPm+4Rh+PKWjmOAdjppkMPT63AyVfxFt+1DrmyE1+mwLkGFVc6sONZQ2LK565fDHuc/NffdYuLDBVT+vC1y0c/ncPmtcf6jqOd7gKfPwPl79TOKQd3jyH78tLPJz0Ubrr4+7kDP0z+O+Z3W/Ls6aS/1+nTCxOPjpiQeSDTL2b8bGqzKQ7+ssFP97B3954PMc05RBvINOi5W/PhD3/49MGv+Ir1RX4vz/VoxWIsD8WlvSwADbHb63yqEft46e3xke0lm3CvZfpeaCdf8Y1Revmoxkfprc7r/PO6Nzb8F9gajDlxG0YHnRJ1Qm9S2ZQ4He098ezif6HFR96iZrMPTnGtYZs/Yd3SGdtXZgJu3DgWzVqkE71naNyx8XaUuH36yQNa98xDTzdvWsQ2FJcLpDz5EgdfYkX42jD41la08SJ68eDQaSx2fTb44s+ftrjV+dEnd9fIXaCoGNQ70cVTo+Tq67Z+eYTBdzzy4lNHO1Z8cZYfOf/FkJ06mbq+9u4XTn7DUdNTjDG5Uj8MmMWvbRzr04/CqsbXRnwVg742ggVjxwszWfI2xt19y4YP7fw2RuyyJdNOVjzZkNUurvDFgcjxUP7gkIeXHB4KN7m6sSaHGZHpZ6uNp6B01bV3/t7ONl2YxUYP1U/nGrN4iuG1mD6R5ti/HMcwjUV4+djty62crmtjgxdGNdzjUyKXzQ0Zoi8XxTkmPl/rnDPyjvPb+S+G6/HAT1a7frmxwdtttfNzfLz7iLFcqsMsXnW8ldg5t3g7Ll503Q5nx9WuhJedepft7XTypSbfa+0wybTlL97GRT9cc4xff8fDJzffbMKtfZzLl8cJZMZ5/t1z45hnd3O86P6KedH97nlX4aWXZlNz/iTd2gDN26dR8cDnMz/Fvzyc88h3ce4Y2YVTXvoom/h42gpcBeX3sLvEiZ9sKX6J/tzRxmY/0Qm04NRuje2BSpCOCUNkt6NrPpuw1dHt+Hj7IOovv4zc2p1/M3yv8V2svWVEtZPEnK5Pb33rW9ctv0984hPzgNY8YzN3ctz6k/uNG3I+JpDfh+aj4Px5wNWiLX94+C30Yt/rPW9tNjDZ7bbp4Wl7uFnthAZPmx/t7MUjXrKKPNNvY0FHKc7adGHRJ9MORy0WGAqbxg/fRRqxI88Or5MwXr610+OvAiv/YSSDFc884sOI+BGHuKPdlm/25R2WPj2kLsZ41/rsyNRIDI2V+MshezFpNzZs6Oe3eOlUYMtHHXZt9tcx4RUP/WzwYYZFR3xq/OTpk8mHDK95bQ7Ljf1e4IQdlpp+/sj3Och+BTF/+Ayj4zQerD1ebViNYT7SgZNNMegXUz4PPfMo1sM/XMRu97/Hnl96dJR45UV/H0u+08efEIfye5l7XBgdX3sM+PrpaO/58VncdIqZP/E1n2EWK128PYf6dJKvxvyJt/vCy/+Oa1w9n4jw4e7lGosMTvOnnx0+6hOV+GJQlyt9FO7qzJ/GwLmUrlwRP8aafl9F0Fcs8NO5l5wef2zLnT1ZcfAfD9+Yk3UM4aFjbVyez1r7lFkivrzPr3g/MF+H4cX2V87vQ92cdxrc0bnEfWDAgVfO5Nd+8kdW7PHYo2I/esda0G4OtPOzz0dtOZKHv4+BsYLDP6JTWYwvwZ872tgIAgm8RAsMr4TSqS7pdPDZ4V/L4u187bDULRY1Sq4urpfWD8uNcOadL76Tp7OMqYwsevDBB9aGxSJ++aVj0ZoQk3GchOAci9FiZ7sm6ozPx55bi6gLCjkbMSh04RdfMvFcx0u3XKrp7FRuYeqHTTdMcSUjR8n3Nl6+wmHbCQBPMTb0+EXaKHl+1Tsvn3u9DM+2DhT+lHT2eOiW64696/CHypceSqd+sfPFZvdXuzjCzLZ6z40PfDzjU5/fYhaTEj4dfbT72NvpNjZhxYe/U3nj7djXenvsxc0Gv351Y0eOB7exwdt96u8Y+alOXjy7bjw+UDUdsuIJq352y+hsly1etjvvcOEYcb7I8shFPo0dm+x2nnmAu8dPz9ynBxWveGdkRLN8knUn5Ggfd2qMK9xi3tvhNh7stKv5yq64siErFnU213U6+djfTtp98YPg50Offc+P5OfCv2xUwwqnePPPZufVj8dnGMnU+SRLtzY5opOfaue4NjB0nMO7cOvvOeabrbYc4tGN9nMLXnNjzfly2HUMzd2Yl+f69corXuzec3pwnv/8svd92XrRbWZfHh/3zYZHDtbcq1MXc3kVx14XA56C0t/HXBt/16ObzTWfLgprr8dq7EiPNb9awwhf/0tJd7Sx6QS6T6gkDYQJQSWlTUaXHdqT0UYNFj0lvGTpLeXtTzHQV8JWK2FlX52+eqf4jzzy6OlNb3rTyZfGvfD88f0q4pefRYboOllZ6PyQKWuRneOhUyxk+asOJyw4xU2WzY6DXx5hh6dfm96+ONPFR9e67PaSTjUs8XVxdrCLD46cyfPXXGdzPQ/lmc3uA08c6cBPvsenTddJRju9dNnvr1bI8SL97GrrI3rp5qdY6cobaSO65FH8vdYOX11Jp3WjD2+v4aZfHHja15vL8NTNizZ7tQI/vGTwku8yvOh2/GubL4Sd/zCu63yEp08H3j422dHTNgbZmJfdfxjp0kf1k8ezoTg2FeZS3q9de/mhX0z85VMsxRyfTXxtpL/TYS+fIzYyOPTD7rjDLw96Yca77u86YRgn6yabvWavHw57dPSP9XNO45ZO9vT2tthR+ZffMcb/5lzQzZ4/djBqk9enV8kPOV2FrDpMcpSMvH68xZg/xop/45TP6zHLJp+7v2Tq4stfeOlfryXyu+e7bPwG42pP//7Z2Hzkwx9ZP6OwNjyz8SF7+fxiKWz+UNh08OKTacuNTnr46Fov3F2WPV5ydb7SpXeUxfHnlv7ibLGGs5Re55872tgUwJ5ccUiMnGwn/d2OLD21QUbHIDQYlzoZ3R0n2+yarAFan/13ABdLNSx2+mHhRQ46D2m95S1vWXdtnnrq6fW0+mw2F1ncLph8ha/tQJA/grvL0mWr3QVHGxULu2KKl7z4d519vMnhpZd9+nu9Y2bHttjowlbCY4P2A51ePtXFExZbRb50UXHUJkNw0a5nDPV77qR4stmxlvHZHp8uKv5iIdMO+5ofphyiMOrvsvzAQ+Wanz2WsMOrD6OcYCTf69rZ0NvtyPWv48Fng8StjRcfr/aOjR/WMj7ba+PvungwEFn4YePle7dLDw+pw1mML/AnPbrhFRMT/Hynu0PhIWPO7kKOvzY3B/e18kue+YCVTvHoK/lWiwfRqeDvOse3sl6OETZw6O/rI2w1uj73FEc+rc2euQuHDnkxqFGxdTziFcdEpnvOl+8jl/zAZl/MxVmO5Nwczylejs9iSp+P4lBHyYuV3/T2PJKHo1+M8dThXWPQVcRl7NR0vYhSJ9tjgxft/vHo5av+zjPWR/yXO9L8zjb9fJ46rbfAfMz7/nmx/ezTT93KWyyH7Rw75wDyH//MXlX6Ors8G3yx7TK8CL+8a8tt5x3zfKwV/vJJzxpy527XT56P11vf0cbGgBdsAQnY5Ah2L8nVFgXaefoNKD7KfnXmT4OXXnw+2SjXNna6dw3fQUSG1GHVLpYwD74Hge+bb3d85+ltb3vb+j4b77E6efRebn6dLOSFz/aldeAeJ7oOCHylg1f7OmZx0Ud7jOnhh0NeudZPhx2CGV42amPX5iy9bNXs6Cg7kcnXXMtnj4+NEg5bbUSPX/IoPf1iiqfGux2Fs9uEv9vgtSbDKR793Ze2eNkr+mEmY1P8nejCyS6b+uTa6a3G1Z9097GDgzpBiAGFtc8LXvrqdLXp7bgw0mFHN/3aOzZePtki/b3gXWPo85NtOHt/x8oebyf617bkeOLcZcXEb4XudT5slt15vsO41PKDcckVDkqnMYyHj8ovfmOgjpfuYpz/xCuH8bSwWm/J1RWmrY/GiSyMbOjhGYcuoGTFlJwOym6vw6ciVRuTg7dMVlssezzZwFHS51cc4sFjUyz6yk7X/WR7fLXD3HXYw0+HDE8//V2evhgb/+7K77a7j9rVsPOhrk3OJ3k++fCgujH1+0k3b/rW+pfnK0iM8RGrT+6+dz7Q4ov5Rml9kGVGb7Xh7cRXVM7q2sWiX2yNf3r64irW8NRsyLMJb8ciY5tO9kc+cj+Ol/CzTe/11ne0sSmIBrS+ek+44Bos/XRLuMSq6ZLRw1PCzJZOhIfoXdNM5XqYGZ/esmN6nvdwqukt5HMMdsdPPPHE6Wd/9ufm9zj8NPyxILlnU4x7LsO8JYufXrc2+SHb/S7fZ0xtdCvmc1s/Xm164VTvY2Fxxqd7Owqr/BzQ0e4Pr7mQSycy+PnMFzsUZmOBR6dCj861n/rZyQMvPpz6YkHFoL3j7zbFE4+edjZ7ezHPf9LLLj21GOvvenjxw7/WLc7s1Cjb8s9+Cc9/9lyMz36BgNNFJpsdG+86tnymX73HRiec5OGIlaxCnq12+NdyfVS9Ouc/bODua4Qon3s7XHW+9nqPzznArNMNO0zPOfh212z5iOjDUZBxR401m3SW4DZ/6PAZ7X6LnWxv0+lYLg862uHFry8mGOzIXqNrM3GVu5joRGxRcdTHO7Act+bitfNxjOdhx+aCeeQNdudrNx5i3/3oo2qyyhKcZXzA2G218Ru3XRZefmElVytkbDuujpwv63H3lw0c2OF/oZpevtkec4V7+OYX8el8/OY3v/n0a7/m154ef8fjp5fmk7y+CPau+ZLEPqyzlLc/MIsDRvmoUTLtZOmlQxaVhz65fvGng19JT00vffUrrzhfH/N6O19sXi9drmBfBFIHscFv0XQQCbREGoxqLm6XCF4TGQ7dNRjjw1S8OgfiF6KlN4PXQMNbkzQGd18dGDCKxwXxlg0vx5xPNQfX/ODYm970xtN75luI7587FK+uh7jmJDL27soceR4XW7t5WN6+GvB1J4T8Ohd3Olo8ZGzqi0lhVz5iFd/O02aj0Lv2gYfanISJx3av82Ps+WkO2O6xZZPf3We2+aWTPHzY3R0qHrEUD3n8fCWHh4xdOuGr2VbTS4d98eLdrrDd/dAvJvpy2/vwEVkx61/7EmtE9/hOimPss2OTf7VSXmT53fVhwjvqw+9xEb7EUGy7Llz8i20XmMsazWex0DUearLaYTTm9JPTwW8dZUtOr5jCqM63vgJnp/Ti1WeHdvt4rctkM3JzXB//xsV8WHL+rK+t53P6qz258H3rO1aOeMR+PTdi5KN49eld8/aYvSI/vrX3WFuN3Tgcvuf1nFeOMWe351n7tXjHHRi8l8d/udOtkImpT/fwqaykz+NHh/7iT1suYTV+ajrVYr3rrp45PI5f540wBhHsyquxMc7HXYkDx5giNmxh7+uHHcJHe057LOTppoNXyVYdVu3ivdaFIxa42uWQPp5xZbf73n1lG3ax7TV9fl56yZi/OOe5++aB4Hvn7abjqzqcNz007FO6H/7QR06PPvbG01Of/fTpvvlwy3xY6vT8vFNw77xr4KeBUL5W5/wnnjoqhuv+rrPHTy+ZtXo8BH45fyY/XFgrx6bXeGV3HBt3z7sbrruX47xY1F8quqONjWALQtDaJbBP/B4kvd2ODV72++IIA+/Vufh7OEq7k0bybBtUCwQPrZjm4OoTTfoOHj9Safjg3ZgTzTohwJ5bgfDxPZj16vwS+KvzFTAf/ooPnD7yoa84ffqXf+n07DPPzxud8+mcmZSZrtOLc3C7bcjn3TORL86E+e6Bu87js/jTdqHTFp/SRV4e5VLs3tpCTkR4bJU1FoMhjw4oenJCt8PMZ3npr3EZv7ARHl90KjY1+MnEmN9sxLPHr4+qk7FD4iRTwl6C+UNHPH4FXa50r8dMjDtmMcEoXtj54wM1nm3U8Miu48RnW0lPjYqZnO8oP/rH+8Y++VQclzXfgS4OQ5KfozZuTnDGUAzWxRHLeF666ktbPDyqXUyPV9rFom6stPlQ7/xyUDd+8Yx1dtkevl6LRQfRsXbUYTTXuyyMbIpJvzjS10/eWiUrrrDwWlPaOxbdhTPjM1pG8nSXi9Eo6fl793yq5DyUUw8XhrGX29rgHGvzmLdjTlo78PMn/+J98cXnZyyOeTlUxOGbyn301ubP+ez4CoRjvve3jBfkLSy9cm5s87uPy3oB15g5zlb849eYTd+FTxvGrXHUnpKP1kH4+U2uX3F8HvxjM3sZ++bIWpHXMbfpTm/FYAyLYwHNn2IrL2OKt88vWePPLh11lH515w7nlX0MtZ03o845zXXjQC8ZnhjC0i/3xgZePHUx4odZ7sm91eS64vmumzfnS2Pnu9XmdszpLW968+neye29737X6UMf+MDpuXne84EH/NjwiF+cOGZd+fXvHVe89feYaie3QTFHytG2PsRwrBHxytV4IGv4kNN/7TOTS2Gdu5xbrZPjXHas72NNHD+lcFkPxqVxYL/P64F353/vaGOzB9Ng4UW7PN4a6NFxcNF04GVroA2gPtuFRT56Dkry+OoWLH0yA7Tz+Ey/ScSDpdjMvDIXkbWZGfsBWb5vTeBEeM9sMMT5+FvfMu9tvmt+Q8qno+bbFE9zIpw5u+uuY7OVn2PDNAftHDyzLkbnyE9eewxd4MXTRMKQS30yvPImK7b8qVsYfOg3BtnXz2YfX+0ovXh88a2QsS8WNvztNuRssxcXwkf0Izjp1ibTNja7jXY5kiO8va3v5BRm9mrlOk48mPTJULb6sPPZuJJH5GFmq8anB9/HYCfSaR9zfMRC64h/90125EP/OHGwPciYXjDGyy0fsKMD/8i3XIqFzt7OZq9fG/sxjzAbp3SbdzJzBbcxwkOwisc6il9cdLR3YpMdfjba6e72+CjZ0Tv+7rZL5ziLHNsaB+aEKVJz6BvJZ1+4cFZEE5d/SwfjHCc/cI2HOPdxaM0c3o+/R1xzrlnr4Fj/3bW7zsOwcQNzoMfP5WTfOuO7UixkSH9tXs7jv3gjWxs0cV8di+Es4+3PEfPG2JpyRvnUhnOQFytr9Fb3UD3WLUa2F90jbv0LRvkffq7HKL/FWA6wm5N9rcFOVzvKbpfBxm+ta5Pjt3nB4yv+jhOWWslee889WbHo80HHi+J1x3BOm/fPs52+s8YzNy+9dBxfNjIfnhfXD81Dw4bdtebVuX6Nt3W9gXFzNhpIWwyIj+KItwTnP9Ssu+4Sllc64iNHcGYFTMyX8cEvx8PWnB7jdKznYz7psaeTL7z8wShW/C8F3dHGRsKXQF87oYJF5CWdLsk6XyyN1y5sdnARfXQMxGXzgp+MvEnMLhs1HrkFi5bt1A4AsmUzAdmJ8+PiaDK016uR8XXzxZunhx599PSud77z9OAbHjrd/bmQ6EV7AABAAElEQVR5En2+hViK9PLvBCbkG/cM1szlK7PzOb5/4MinjYI48s2XtrjU8BxIxdCFg026dNLVRmKA8dp4LuNHnp909S+xH7qw1hgNVjW9nfj4lQq7nXaca59k4WvD9Z1BeAqeGM1fJ69syOkjdScl+juRhV2+1WTpG19zRBdlF5Y+It8L3kU32+NV5GiPLo2D+OBPrM1n/miQOZnBu4zLxefllRKfZ9CpjrV3OS7Kjwb8xrIc8OOlw4ZucdHF24k83jUWPDK5kVXSZ7uX/NJjEzWP5b/zi3n3vbf52vthjecZiMnHXKydzIE6K279mwPVPuZWfDDEuj58MLsebTyFDwUPlZNx2+WNw60YRp/Oyy//m3cdw5FffsLVT16NV0xLeP7TC8WldygvPLjiaPz22JfN5jfsxlLM6ePt+cSfQR0/x3FwuD3OhfHoVeAXh3Z+kvPHR+c+us7L6bFRovDoKbt8jzW+mq9iyC987eojj8u8Z4MPA9FFyfKxYyyF+VNsdOntOsvencNZazaIN+fbhMvHow10H3nk4dP73v/+9TCx9Twwx4v0k/mZ2M+Ois04Fl8xqPO/t9twx6uGRV8xH+hYD8c4X+ew6+cHr4KH9G9XN19L+CX4c0cbm4IzAQ2gNtJPXnz65Cu5SbA2fglXZ6PGu11hZ7DX4I7eS7P4d59sduxk+YUdr52+Psz43gJ7YX7s8r75psd3vetdp7fPp6M++5nPnZ59+dmlcxyAx8Egde85w18/mDkbG+3G4hbmls8ew95mh+ArXXAbZzI6MFvA9NDuR5vNimmLZSnOH2PUgl3jOH1EH961HbwKeb7iNeZiKj54+Iie9nWJD7PbvcWTjE3xVDs8PEBH10W/C7x+xK5vDN3v6sAQJ5/lwg4f5YNO+eEXO179S9v4HCedA0fehx5d+GHVDo883+Ed9eVkaxgPe9r5tw4uG1d4O+34u0wbVvVC3OanMTRmh8/Xzj078ZLRTR9Osj0fesnSzbca0SfTN+7xd//0wtLeKb2dV/uVmZfJYIwv4yOifNDTvlXoz2YoTLGRlZO6OLLZMY411XwduZNnF66afZSfsOOn0/jErw5vjyWMfJynYOIW12F5lzstWwyH7BDCKl9+i/3iU+u18S/OJd2lWhzlcOhcNjVLafvDl/Gj79zXMYgfwcRXOn97y5kNWT4br3jk12XHrB1O+WdDHnZtMpTN7XwthfmTrP51DePmzV7wnk4PP/zwbGZunN7++OOnt8zDw+y9E7C+t8bjEus4OXCLA+bS23LFIy/GvZ0+m/TUrUVjWNyNR7xrPP3swlug86eYwtrr7NL9UtR3tLHZB2Zvf6GA6EikgSl5+vhRydavxs+Pese5WL8WK/0OjGtsBw8ip+vAcKHXxnO777jw33V669vffnriiSfm175/YZ6zsbE5Tub33UcfDgwH4bwXOS8NYZh8PsQKT2lBqFF58UOvQkanHMoXH69c1OlpJ88u/Ph7X7uTQrZqMcNsI7DL4OiHry+263zkSg+/+tqGLQqfXDzZ5Ac+/mguv9327nLAju78X69c9A8axrY4dj/k+o2rtrzV7MWf7Az2b1TipHvx10mzCxgfhx+46XuOxjMx1pCId3980lUOOvIqrsPXESO5VI/N1LF2zkarolsO+b7gHuuo2KvzTR+pd5vFPP+5pWu9TLx8Kd7mFX2YYaRvnMluV9LJDx28am1UHb88s7tdfayKxjWN1kr9FfkEP+Pu3/ir8HXkeKwPvyc3rFuxTGv1e76A/t1zLih/Nd5O+nsho7cT/9mp93563na6MeMqvvDILrGv3lldjsc4sAtz4eKvGK3XiyzMwzcYeX1xlw626MA4z8bw4vOx1s/53EG32JLRrXS8pqdOVlsdlcOOScYmmb422rHiLcH5TzatvfTxm+uwd7z0wqqvHqezkblvPUPjZPbyPId1z/De/2XvWx/zTtf1Zmb6/MmobVwH9Ogd6MXdGizWI571d1we63L5P8zWX7YXf5dxgdXY73jainMnyufqzJ/w4XadJdPfS/qvt/7iVufZW0GqBYVq168+m9yqdn442e/1LYNp7Hr4MFzsDKQBbKDopXs7P3TZ0NGmk40syMJ/dU5K99pwzMPBD9z3wPza9wdO/+Jf/PjpF3/hF9eJ3Ml8Ntesbo2BZbU/yGkBIJuEsPWLDU+7jQBZceFnI8a9TQcv/B7+DZttPnbb8idj2yty7Wzoh1+NF566uOPpX/vRr4gLwSuGHSP/+0FxWBxjRdeDdY5avzGz/g3+ODgO5Gl6dsoDn3QpHuLjLUZYbZr4R+o2MI0jfjHvenio3NNRx1sKa6Oywjq66y9bq+soHhp1USg+9kf72GTv2OFXgxv1pa+NmgM6SC32A/cS984nS45/jNlh21zgd1zlQ50uH9DXaAoqMv7nMYZBR51Panu/OODGV0f53u1uJ0svDDorrIGyLtbDwHAxq+mcwSwvFwvy5X39ITVW1tTRPmrHrXjPxqs65pFcLuIpp8YUb43bGBZvdTkXv7oCPrzd4622nM7xFVO4h04XDzjH8YE/UaxnO2qnC4uazc0tGeBlC6NxqX2py4NdMajLa+Gd8298GhM6jknHajhkeDCsx3DwFXd54XR8h59e/WLRL55ku+61jE7nh12vOSZHZNU7xmKe5eGQiz29ZTvmateP+x+4b96FeOn09NNPn97x8NtPH/rQB+fHLx8dFONubR3nL8cem/Xi5vycE42ITJx8HXr7cWh9HprH29yvXZNii1wn0DVGOura2dC9pl2HPLvGcpdf236x/Tve2OyB720B1K/GK+idp70KOaWhXc7GpERNkP71YIRF1oBpW0xrEU3b20TFoWazPjUz9StzMNkgoHVHZg5iDwK/9Nxz89G6B09f/uUfOL397W87/cLP/8LpyXky/eboO5jMv3Jgzau42U3ffPl4mLXY1f1wGptiV3dxZd/C147ikxV7MnV5xNNPj62STn1+taN06icv/t0uGZ52vthe6+94xXBtQyceHeMR6Yfp02d8emXqkxzrwjKXVVnQ0w/nsCd57cFKjmAWjz5+tmSdLNv4FUP24sDT10bw6t+YH0w9dA85Fb/cjMfOnT1papMpvZ22wObkdQ71Fu6hm69jvZU3f8WjVsiKS12c1eWvv184rDNrdJ+HMPHIbeqRfPDU8PDNz0ro7B+PrK997yS5AOZPcRazeLSP8XvtuJIV97U9frKwYDjp3z0fG5m/A3bMR2vFM03CvBWDs9C6mLc5IZOrsXRhNbbGR+7HXUnjceR/2cw41o2h0niXk7o8Gvc95yPmS57Zy1c722Kmv/KYDXO5rGPj/Ep8rCZmxyqE45w3MCtmdZsXsQz60lk4C/e4g83y8Gs8jnGmUzyti4vMeLW+Ye52l01OuZI3LjDxjWsbGWumsSxvPqPi2Gt6cNAeV+38qfF2PDz+44WbP/xk6YYHSzu/6nRgouLSzs7Q++QanRfmBy7hP/zwI6cPfPmXn77qq37NGmuftjO3HuScpWg2t9yOtQGzMdQWT+OsLv9k5YafnTb/vbDpU5LOi3TCzAYWPsqG7JrS6byqX6Gb/NruTvqXXcMXYX09QEwlUiFXDE66JdBEmsBbz0icd+KFkG413HC04+e3E3E6ydUIf4Jb7eX3vJjJ4YnTLXR0LMJjsdsIwXZee+vb3nr64Ac+uJ7ZYNcPX1poL3kLanTc4TH5LWC48Jzo8lNsy9nZn9+jsiD2g5e+csRzbM6KvTFccYt9Cl1y/hU6YeDzu8bh7JMNficP8ZDj73r48eimDy9/1/ziC1McYRdLPDUs5HkYD8z52Dc947LGf2Q+KfCG+WSah7IdaHTlaeyd2L3SUStojclMys3RNVfw2IhVLDa0jS1efsxVJ1L4dPUX3jlWMdfXhgOjtzPZ6N9//wPL9rnnnl8yv8wrDqU14dmsOaSXn8bERqVng+jCCl+cxYX3wAM+KXG5EPJdaY5aC41zMRsnuulpdxLTRvzL36vHR+dBej7piANOYyN336fRceS7njyc6ns2jJX5e+bZZxYeDPhs+RYfnb3ATiZfbTb4CqrNDlkv4nj22WfXnPshW7+ITN1xao3YVLqYW0vPz2/AWXpyFINPpqwLx8zH4s0nlIrJujRXz80LHfNFzp+xQL5/pLjoiJmO0rjKAZ8eXvJ0xbDiENRQ+dHFb+zxteUqLn2bfbnBhGdsj/E9fvlaW243bx5zB0/bBo2dt9aOOLzWnbfm75+7BrMZN2bmju3yMxtFH46QC55cxaE2FuIiO+SvPU7w+EXqClzjfOAfuevDEzcKd3XmTz7qix01X9rGgg+4SDs7Y0rXOm5806eLT04fX00PFl+ttfDTq8+WrgIrPBjaUTGM4gSIe+j7JNRjjz1y+vW//tedHp8Przz3/DNnkxn3Ffv5OGd3pHfLH5/FY24W6vDEthc6dMsrO/zGk8zYN/50KmTZslGi+vzFpytfvGIKI1n2r7e+ozs2JSZgQQoKlYAaLz0y/T2hpT9/1pyc7fEQu7DCqCZv0cCkVyH7lSg9WCjM+i1gMicK8ZpgrzbfMLvnj3z4w6ePf/yHTp998vPHCWQuQMdPKZis4ztxTndfxkJ8xdhiFsPuVxuP3s7PLn0HeONX7OprOzwUFvu9n7/k7OHqI20lXHU6S2H+hBF2MarjZZ8MZm042vnNxljiOVl3ojQnvhvolfluGOQA499Jr4uKjVAnwOOANKajPHoPPnj50sRnnnlmnYTpaKvLlU/rCpZNB79hLsfnP2KV2z4feOWgZtu48eHk8vlZM8/OBufhh49POsjBmsj2GB/fhfTCWlPy7CTA11NPPbXGxeaCzYvzib17Zs1pw+JPG2nv1PGSrj4SJ78IhkIHrw3eGv+RO5H/8i//8uLbsLwwF7I3vvGNqzQn5symwrz4AdnPfe5z84mOR1Y8v/SpT5/e+fg7Tp/93GdX3vCNDZ/Fcx2LuMppl8XHY9tJ19whc8nOmL043wnyyquzsZpj9dG5nf/qixP7jLE5OTY6LqA2Kxdfxu/5+WoHub/lzW9d+bzwwovrYU65wRW3+bOO8qevLQ7t/Iilcf30pz+9xtf4IFj8pNO86zenfCE1eXkba7zZe8y68cLm7hn/Z5ZcfsZGvObOxvTeex9Y+jY0dJtb2GJtTbPrOGBHz0ZbPDZ3Njp0bdzvvfeVW5twvuQtJjHSL/by4wtd9+lGZOziwdr1a+cnfXGz0Ufxd73GOvz08flBydT5ik+nceMvH8nh3c4Or0IXvWaMJmYf+4Z9Y3zYlL9vfsn7Ix/5VbM5v3/N73EOhDPnw1kSrlErU7bTho+qGz+84lSjdKY17cW6xS9nOtf6yYq9Pt0L5gW/8U2+12yzCecSyetr3dHGRhCowOoLUsL1JdVE7wmUbHp7XbsByM9e16arOEHulF8y8ayZU58X3Y7NbulMHV/tEwPrS63mRPL8nLDvmRPxu9/73tP7vuy9p0/+1E+Nz3nFP7J1Mjh/2uKFOaHNt1wv4huOxa9GFq2iL0ayCnlxaCM6UThwIzhKduWdP3pk6d0aj+Frix1pK2Kjr85ftrCdtPKRz/zj77wdtzZdJ7/84OOxdcJ2cn3sscdOv+E3/IbTz/zMz6wYfOPmC3PhMcQvzafU1obzHLt5f8vIP/dZF8vjhBvOU5///On5ye9n54FveRY7f3JV08V3QXZB0i9vsSE5iY9NpE03HFgK8grYRkyOsMXI/l3vefz04dkYs1Geffa5sUnPCfm4g5YNHRckcbn4+YTEP/gH/2DGaC7CE8pDDz+wYvNqu4fZi69Y9rhqV6crtnKWa8Vc4Bsbvl1E5SLvj3zkI6d/b+boXfNbah/60IfWnD054/2pX/qldaH/qTk+/s7f+Tunz376M6cn55OEMzqnt735TTMeN09f//Vff/qX//Jfrk2Pi698zY+4GptjHC8XRTrFJV6ULn5tONpwxf2u+V2dD3zgifWdVe5IyOOzs1bkcmNycYcVPTfH7QPnjda6wzM+bnrrcKb0R37kR08vPw/37tPTz3x+4X70Kz86r6IfF8WsZ5vx45i2qTBn980GorF76KGH1rq2MTCmYvjkJz95+lf/6l8t32K1yZOXPI0Dajyqk8OBbX0hm7Wv//qvPd1092nuOJE1d+aLvnExHo4lcpsx5NOkN+aL4YyNO23uBIjlvvvEc7yyNr7W6jPPPL2OPd+K+8Icw3O7fTatb5znDv/5OlblLUZxmYPiXo62P3t+sZu/ajoK36j6dra347HZ+dqV1suOyy/+7ke7tZZteeFXihneztv97Dq7L21kyr1IWTHMtBbHRz/6lfMIxPvmrvNxLL6yjnX6cw6ZY+ruOSnOUTPnRrEf6+HAO/INH6+2unzEq+/t2l0neTnQux0lD/PAOjbk2ajpwcyHNYjKM7vF/BL9uaONze67pAqcrIFRl1Q1XjZ0tXfKJp4+yn7Xr61ukujqd4C5EHqFiafs/rOBncygL53BcRG+MScen3R44fnn5mLy8OmJJ544/fCP/ti88vwcR0v3bi+ZZoGxdZvbK5q5t7D64TnJoHzu/px4kIsGoiOGarpdSLUrdJRot5FTY4avjdhWG6Psw0y+lM76u05tdbnIkZ3+PpYwrvWzI8unONg++eSTp2/4hm84/eE//IfXBcCYOdn7/o/3zkfujVN5qfW9AnYyNu5Hjsc8eNbjgbmomLvPzd2ST37yJ0//5J/8k9MP/MAPnH7iJ35infC7WNtM9SrbhQaunPKfTzGXY2Mnn8qcZebpGGv1WBf0kQveRz7y4dMf/IN/cG1u4LvAvnNuMX/Zl33Z8o1nPFyI0Cfn4id3ubkofeYznzn90A/90Hwy7+fWhduFBH/Ftt4yOU4+4lOQWg5w5VPMZOzi6zcX8eRkzRkPsb5nfoDv3/9Nv+n0B77pm07vf9/7TzfH97/6xCdOn5gL9Odn48WPXGx6fttv+22nP/bH/tjpYx/72Om7vvO7Th/7Rx9bz978gW/+g6ff8Tt+x+m//Ut/6fT3//7fP46v8cHWsSZe/vlWR7XJyVBjXl9+io0E/aeeemb9vs43/6E/dPpVs6Fcx/L4guGVMBgurA8XcRdzm2l3KAi9rfbk5PXn/tyfW5sQdubIWvnP/vP/7PSbf/NvXn7g8usrIWxatJ979njrU17G8Md//MfX23jG/POzAfyrf/Wvnj4xY0cXz0ajuTZHqHFYnas/Ni7WiU2vdfVn/+yfPX35+9+/cmS3NifzVtILs9mBLUbrm/6TT35u6ofmecG3rxdsRtnGxjffGoef/qmfnrcP3bW0cb5r8n3juusmTnd5fLHp52eMzMJdd997+rZv+7bTX/krf2XlIS5EV26oOV2d7U9zitUcXteNQXOdefy9zyeqppMP9vXF1ToqNjba6vTYNBdwi41819VWmsts6IeXPb3w8SLrcPGHkV/H3YfmS/ne9ra3n56cu5zmyTcQD+zgTln5ne1GuG+Kdx9igKngq6PjfOBccbmmJFMXr/oaAxb7MKvpIn0FhROv/hLOnz2meK+3ft0bmwJYiU1SJYZfIk0wWUkkq47PrkGsXtjnySHficyiohsW+WsGffrrUzNT00FhamerRmQOYieG+2by7neBnIvMPffedfrKj/6a0w/90x85fWpuyz8zr/zQsUCm9jDievDTor5MarjytwCNB9IXuxMmDCfBxk/duO2xLsPzn3LZeS1ktRKeGPRRdk68+OnkR0wofbFpkyvFRies2uno0wu/MYAVnw5cceB7a+Onf/qnT3/xL/7FpWM8nJj/na/+Naf/+s/8mXk1fP86abN34P/Yj/3Y6S//5b+8Lvp0YXk24E1vfNN62/BDH/nVa76cHJygv+Zrvub0R//oH10bhO/+7u+eOyD/55z0j82SGJyYXQSOjdJxci4/tRzKI74cIs8ekPtleGPoYiJOF5Sf/MmfPP21v/bXZq49B3FczH737/7dp9/7e3/v0oFnbbBzx+N/+p++bTZgP75ywvMr87/4i7+4ahsaF2AfHb97PiV275SZifF9OamIqZi1i32v0zF2dOf/6F2OB3E+/fQz6w7an5nx//qv+7rTL89G8ju/8ztPf/tv/a214bHpEV9z4sL/m2YD9I3f+I2n3/k7f+faEL35LW9eY/qHZmP3lsnD+FrzxoateYt3xHGsM2tCvHj0ir18qo1buubPDwY+9tgLp5+ejcq3fuu3zq39Scw39M3/r/61X336U3/yT80nT+YB3xdfWhuh013z1uSM5/f83f/99P3f//3ruPex22fmToV5MybWibfVPv3pX14X8+/5nu9ZMfMnPptWGzp53T9r0LNP6J//839++gt/4S+stUBXzj/7sz+7cmYndptUG5XW3zK8+kPXGkXGmh+fnHn00cfmLb7HRzbPW83vC1lzz7/w7Onnfv5nJpfvO/1f/9cPrjt+/LBz9+93/a7fdfrmb/7m00OPPHi6dz6hRwb/M5/57Ok7v+tvnn74n/7T0yOzSXMHyFu5HmD9upn7X/Wrf/XwH5ovK31wNuuzticeccM0NgiW9YSaO3XED0pW2xoQn0Knvra5V9/OFg8WO7T3s8l/fXW6q3H+Q2+PC1sc8bIPj5zf1r81aH7RbqNdv7b6mkZrWHetNfnEE+9bLxTuvddb159bY32aL4d169ox722rY3Mz48LqnFOY4YtPDjvRjXd8PcERSzHSrV3O2edHnY/09ff5w09PnU/t+Gx2u/y83vp1b2wKTCC+F+F2g0y2J6O980oyXpjV2ZLvvBZdg1kd/tJ1UJwX5wRxazLoNND02Kqz9X6mh4dfnvejLaKXJ2Q6737Pu0+/eg5wt5I/9+RTiwfn5pwkvZq5ezY/nYRb8OLWpufklA+1sn7AbIuN/q5TzvhRPPWex24X/m5DN1uxaMsLZXvdd8CGRb92+uqdD0u/Wlvhe/e/FM66yd2B+df/+l+vkyPdddKc51IOvHkYdU7cz80Fxybo6Tmhfvwf/+PTL85bIA/MK8wJ49arUxdKPxj3VV/9Naf//Pd/0+m3/JbfMp7uGvvnTl/3tV+37gx9+7d/x+nbv/1vnP7ZP/tn64TkSxg97Goz5QTVxXLPw9iIi6xxKj88F69nn3v29Ma5wNuAuFvj0w3PDe/7vu/71qaG3pOzdr72a3/92gwfDz97oHh+AG/i5v9HfuSfnn70R39kXSBd+H74h3/41kWjV8ae0/jMZz8zX9Tljt4xl82JmBtrcSrNk3YxW5dtbOLL3YXT+vjtv/0/Ov3xP/7HJtavXXdZvu3b/ufT937sH54em5zc8WJD78b5Fb65+c6/+TdPf/d7/u7pj/yRP7I2kv/df/8/nJ6eOxUufj/1cz+zxtgGqIuiWLsYaotzz0Osxa4tr/pqY+5ODUzrB8+3tdqsfPzjHz+9YTYxPlXn7Urr5g3njcQzrz671pLnGbwt8xM//hOn7/ve71253zc2d82GR342EMcP3x5v1XzqU586fepTv7RiNlfkv/E3/sa10fHQ5+eftH6OZ0+sVxtwtRw9d2Sj61kpsdoIGBcbRL7I8KLyjadvfow5TG28da6ZZ4mMg/X8l+au2A/8wD8emOM5Gxsf/p95Ztb/bFLQjOrK1TOEzpHG60d/5EdO//Af/MDp0Ufum02tZ6UeOv0fg/+d3/ndsxn6ptMf+P1/YMVrDO974A3rWarWmXVt7CNtOakVcSL68dNNli5+7d1WG9GPr12fDHb99LPhW5zk8YolPPxySi+eGuWDXDuM6nR2/zB3/i7TlppryJvmbVsvwt7ylrcM7vww5sybeX5pNtd05nJ0PCYxKUymJnJ9kZ/XNcVVLT5rBT7eTt5eLYbD/zFHbOrT38cifnmHp78XeuWr1t9xtRF+FK/+66nvaGOzB1DwK4gZuPVbSdNpEOlW6JQIXsnu/OTVZCjdfOvvJf7u97Ac27Ov+vmuz6aNR/nM3f25UzMnmRfmvfZZOTfmojPnjdnknNbGxoXm5+cV9DohTywvvPDkWnynsfMsQeQgQmJdb4md28XO3/o0iU3UlKV3PlDEWaz4xQYvWbHvJ5Vk9Njoo52vTcYeNtrrbIqHHG/Xz+YL2ZGLqxjYl2PjQgcPOSk7WdMndwF3IXLiXxHOcel27PODo++BULrzgMC6I3fvbAre8OBDp5cfPsby3rm97i0Pb0WJ8Rv+vW84vWHm1AXZl1/93t/3e9aDed/yl79l3SVxB85JgO/yVC8f40/8FXwlGskoHLf1X5n3wL3lsD7FNRfTp5/+/Jrjh8a3Zzf4ePGF83wPpjuDXh17n/2Ve447E94WcJGj6+OfNj1veMMDcwH8zLRd1F6YDcLx6ZvT+v2WIxbxybVa7I35Pk/x5WoN28h4Xkf7uOPwwOk/+U/+49Of/JN/8vTBr/iK0w/+4A+e/vyf//PrDsaLLvRTHpq3NFxw10ZrcpcDvo2YMf7Wb/mWdVL+43/iT6zNhE2AnNZHwmfgxKPwWYziKf59rMWbfnVjb4zEAcfbQWtzOf5dDLzCdWfBQ9nWw43x98rMyfOzAXtw3n6i64cEH5j2fWPvO6u80PA2i00ujHvms7WPPvbweU04t3mRcjyHJh8P45p88+QtHb/GLBa5uHO73t4aDb7auFgfntOzhq0jY2YOtPf85WgckDGAYUMIH9lgGGt3M/1+kDtEf/2v/425W/MDg/fqbDwemXk6Hg622ZsBWXgehvaQqscrxLDGf2T3zzg8+vBssKd+21sfXD6fm7X2yX/9U6f/9Tu+4/TgHGN/6L/4L1dejlWxKM2bGM1Fx0axi3Wft3K85tdvvhsP/LDY1qe3t7PrnJJuvmHAVNPpeNevwEsHD8ENW7+NphdQ1oi5y/4I79io0EXmiy86dGGBdsyYA+N3z9xVvP/+u09vnTuO/+6v+3Wnx+Zu3HPPHg9vl4/5s7GZWVz/nHPWdWXeUj2HuvyVNz/NRWPZWPhOMCTeeItx5nkhUP7qax265ay+HrNj/R/zk2464kJHBMdGbf2+2eK+/j93tLG5FdSMSAmtULbkhV3SkmlQ6eEfE3ssmmU7f651ss9GvzZdZLBrk+vvdTZLef4Uu37+2Fh4u+5d66I5m5KXZ2HMjsaP0/k43qyf07vf/e7TE088MW+b/Mzp5+cL+yzUx+bi+/ScYEzmZLiwnSBXxBPXwp7aIvTqcACPA2W0HSTrG1vPubQgOljqW9xw9NXlra+N1+LT7uCTMz7KBg8+THr6+aHXOGqTwVPoxFPjwbyOaSmd5ewVxF+xsEXF5ARNz0Ymn/Q/97kn59MtN+eCcf8EMyffOZk7uo3lq1M/OBez+bW/0/Nz1+z5ubDKFPJNeJO3u2vfMXdmvvIrPzJvUz06r0znwjzb1Xe84/HTf/hbf/PpM/P2wn/73/ylNS8P3v+GdffHz2lE4ivGPXbt+Gr5OHndO29FPff8U7Om5k7GXLxcjG7OBtnX9Nu8uJDeNycw3yp6v3U3jmDJ1Yp5YL7R2gVkLvHrIvvC8NcFcC5c5gyu9fjsvPq+by7Ebk3vt5TFXZzi0m5u9ZtDF7qn5q0mfh948N65A/bC/NDew6eH33D/6U//6f/q9I2/5xtnI3DP6eM/+I/X2yk/Oc9f+EZud6Ce96v2MxeT9elV/md6jfXdE/t9c6F7cV79Pz+/e/NXv/2vn27MF479idncPDsX/mN8bqy7Wa07FwZ3t4yfIl6lfjm0hvDxIvawbLBcaBzLxsnbRzMSa13c7WH/NS7zdu/c0p/Qb709/fKcwO+Zt2RsSF+0SX513tY0V7PWlZfmmzifnfjunrG494avbjheCE2IS26+bZjucp6YsIzn8/OczY27Hx4fM7Zzt+QVDsfvPTN3vtnY25Y2kO4kff6pJ9fYkZWz3JrDxkNeiE7nBjyv6B995NG16fzWb/kf16bm/vs9xDwP6/shxdl4jcmMz/EQvXzvnc3aQ7MZ8jyQr1DwnKB16N2OyWr2ynfPOnzD6fPPWMc3Tu9459tPn5jNzV/5tv/l9N73PXH6D37Lb50D9+X1QHIvSFjasJmDLuL7nJVbeZHVNp8K3m5Dnp252Oedv71Pr3447PF2HHro2n/8Yuo4wc8+fPbx4MjXvCObXhtcdoerY127M7Ywx70XvzaEeOu4mdG/fzAeeuiB+cHLD58+NF8Ie2OOq5fmU3y+0oKdB70Xjf3xtvdxpuPn7uXoMlblVoyNAfsjrsuxZvPt/HF8i/nBPxz5y8dlLbLFg8fG3ebDx2Uu6JB7Kzv7eH4SwnEzCstuj3O4XzI6rjZ3ACcZVMASkbJnWZSd0lUrkkHH4BwnCScmWBXy9K/t42efTXoN1nVNThexDYeehaNkYwJemp+Ff3XJPPsyk+WENJNqQXqY0itWd4NeWBuaua07J1YnMq9Im1KjVFzLx+CteMe/jU8+b/kdvOLJbgU8f4wRKm41eweVdjmFqe9g44+8cQqjfnjZ8V88uy4sfHbx+ai/4+2+083PMp4/uz5cJ1Ax8OPE7YKF1gl9XLL3iQwbmjY1d8/B/qK3DYf36pxQbHDmtuGqfTO0O4g+TfDPfuxHTz85D+Su225zAfJ190/PBcVG5+vmbZa3zm1fFy4XMT/5rO3kJC5UnmJobMSq4Dn+Hcj0Xro5r8Bng6R2MXGRuf/euSDOGnJsuGNw79h4bmuQZw3NPM3F566RKT7tYN14RTyJrVfRc+TMeM1Y3DMbpRfme0cG78EHHho80V02AqsnniHju8cd7xDORWzW6qs+Sj/bvJXn9B+d5y6+6ff/vtPv+z3/6ekVzx+N8s/P20f/74//v0IdzJn/wb93cnpp9F82ljPGeC9NMC9N/M/NcfDQbE6dET41b7f8ze/6rtM/mec2HvZx68FzZ82c8ilG8906VYs5WmM7nWr81o02Pn1Y5qLziPYxLjbA8wzPffN9NjbDM57ednGMeoGx5mSCkoPN8ks2PX5heWI0//C8jXP3fNzx1dm9vTIbBW/9zSpY5eZz8/CwNTkXqvWE3Utz921+XuXVlz17Q/e4cL08G+6XZ3y8VZdPd3hGeeF78XR8gejlHCW3ilzFot9YecBXjDY1d03c3/+x7zt97B/+o7Whs/l9ae7k2QCvzf/cDZ0TzrgbnvU2MT///Pw8zHw9xUsTs0+JKeu8N3Pi27GfemY2ojfmY9622NP3MP7P/sIvnL77f/vbp0/P8zhrkzo2HafGvI2lORJrx4r48aLmkE6E13qVq3OAviLn2+Glf8z3cZzi0YXXWIWdvrjEr9+aCZ+s9VRbjDtGMcPPR7n41JJ19vLMCfx17ZglfcvPbCQcV/d5JtM5YI6ju6Y8MPG8ez5p+NVf9VXzVu+jsz6PT1VabTajHTP6M0NTql23jmuXeMtdvFG5qZMXNzW6R61tc27+jnMybL6V3r5So+M3+g57fdjmwpro/InnWHR8qW3C3KU6jqDpj1wb70tFR3RfJNoxCAbi3yxNdAto12mRHIk2mMfkNyAtKIOz65N/oZKuNPaJ1SfLTl88TWgyfLxi1l8Xynl/2lsW6ZcLu/e+573rtrL39e+fjY6PhN83r4LorLhHZxzfGiM2C3cWuraSTwvGqy62CD+fYs9vudHRhsGWnF7y2mR0wlBXwtRf/uegStc44IdXXOriKsbGrBjYofxo54suu2qyaPdBjtRHHMbgcsELz4U5PLpOIA52B93xqskr7ONtCp/08KzDveujrXPhGX0XNv0vm4/wf83X/Nq5a+DV8/EdRU7QE/mtPMpHzX85FMt4Hf3L+N6KffTXiW2fo5k7xNYDwGss58SVj7kSES5EOjfn4khm4+Rk4YRsbpC7NdlV4/PPNt5eL/7YPTlv0dmkGyN3lXw65hvmY9w+0eRk4wLorZNPzgO0Tz81t8TnRCyX9ZbTzOOxWo/x4JMPcRWb3JzgjPt3zeZGnmtNjg5dMnHubz/io+LXti7FXD4wWpvlRY+8+tCdmGbM7p07IzYzXpkW37HmPUdj/Bzvxsu4z3wNjtvw3nJCNm/HZsT6WlNzKxavsu+fPGwKjtjNm3FXwz7iXifucSQXhH+M05Gv2I5Y2B688jn0j3F2V8o4wpEDVfUv/dKnTn/v7/29eSZtvuZgNsQzrHNe8sm54+0xF8m1kZsE+DWXjpPGVC1HGx+RG4u1sV45uOvly/fM/8unj33vx07/z7/4f9Zbx7CsEWtyvSU5we7ztda2tTL48jpyPtaKOW6ed9nO1z7G5djAhhNPHWnzzQe9cPKRXjKxkaHb4e2xs7mdb76y1T58H8e0cxab8Jt7tbcrfaUIqS+qNYd4v+ajHz39qvlk4cI9j723KcVyO//5Lr7dX7LyTKaGf6yfY13RPeLs2nI5R82KX77ZpZe9u5c2oOZe0W4D19jSVbyQt4bWg8/TDuvWsXUeqxXI6/xzvrf1xaGUYANVgGo8RSIoXf1faXKusdiGe93e+3Rg55fMgO62YZPVVhePdjbslq1XOsN3AppIpo0P4aD3znfafOhDH1qfVLFAkE9arLsHs2DFBAfGgXO80vr/WLvzoG+zsj7wv95XuhuanWbpRgRsIqugAi4sEUkyk0wqViUZjTWaqpRlqmacpKZSmcrUZCqVv1KpqUnlD42JlsvElCYxJSKKYETFjCwaNgEB2WQRaOiGXt7e5vu5zu/7PKcfXozdeN73fs4517n2s97nPvf9I0eZmHw4M1HpkMkLygR4QjurdGFoXcLoeyyTbl58Pj12faTxJ7O6Vj764o6goyzlrpYrk68s+eogLey897Kmxa7i7bYtvqcdofxmVEhmTfipL3cZx05IH7wCGL28Sv7ud787HW/tDM5EkslER7SIeWIWNw5+RomxxR20dEP1q461V3lhxdHZkY78GZxgrXbElk5irddpYmu+gzg61w9i5fV3aU9kTts8HXgWg2Xzkr/0K77y4R1fWSRZ4K0J6f7D0596Uw78/u057+ExDv38uvA6KP/5HGq8Pt9LyXeITHCxUevEt+HU/rxin0OyBmQLJgdlX/e61x2+67u+6/C0pz1tBlSTpoUNGrbVFyf1dtRTOZ+1PSz/rf7zAB8FD+5uM70CnZ2QRLNYMejufYc/V0DPnuWfWSSrsmMjW7KOqIHH48lMa0vqVO40ufCMe6ILfBqsf5ijGz2PNJXfO+HKG8rg1yb+ccnTf+mz+hy+/yWH6N/xznesM0ZZlMExgXQRrJ61S3R4WJxWBpkDCzzDHM2Sd95jfUbBxwovyFO9S3O2y1j3uXyf6A1vfMPhBd/wDWthnEVN+wM+q7+GS2SBV05liE9tOJ0r0BW3tOVV/B0H7vLD+j6Wsk7W0mS7zuqEpnzLr7zEZLnKC34DXvK1BVx6D6uu1g3nTsv/4yf1qE1HNze0FoYXZwF+TW6SzSmPyqv4+iRa4xM9XMJZWXDYUDnn04s+DTs+3NZPeXcnZpezp+GVh3T9WF5kVR+w0wvddC6JDb50wLM24PvVhtWSHiQXivdalbg6XY06NWY37LTya8COR4U2qDbIPb+riE7Y6Qvb8cjRMPBpBcKr7sorS3q/Fm+T6ZqI1i/1rrtmNNded2069vNzx79elTUcuEMVHBA1kFQWfAM8PXYfVdfRJw1CWQciZfWt8vLadS89vnsgrzajY9eyZ9UHHoLOQp6y0sAFE/CoT+BU99KjaZDe8+CVuePg95UCfAFOeZXHyD52mhN/BL+6LJ7oT9sZWHcN2PK5z302d7C239fOB57qxe7O1VddPRO2MzDC2HMciGrbHtcvcL/cpupRXZpfPvXmg8A2Exsb6JLVwsh9AL/gwLODMB9Ri2+Us8ckTafWtbQy+Pi56r8RePwDB64zHmjhWWT81b/6V9OmXzCHXQ2s/GSB88lPfCJ8j48EwwPtLMYyAe6hsnrHtuzwhtLD5jV+HxiE0++9KNcGyV+4a6DEv7aAoxHOBwNvG9hxh19oxeV3Esfm8sK7OEMfk8QuC2a8z179mJo+bnxxjc3bDQ2V15X6s4hYJlB37KmMkZmysWFw8mdzq3Jh4a1dLv2T/urOjpvdNa+pW3BcmcdF9anyToj3p8KGV/hNPUWh+nUEHP8sFfzNq96ZcOenMSKLfmTqK9dl7Put33rz4Z3vfOe8Wk8f7aVjCV8I5FXvkRk9G+/l0rsuTReXbOnyGzsQJRS3ZTus9I3Lp3Hh5TEM86f821523nB2+j3NZyd1Hhfiq3zhlHvoA/doyblBj0TbTx/5yOtn4Q/TuKTuxG4C6tvqBqf8xeD0Lbw2gaN1tV1U50He/qApXePy29AGp+0PHt7GDxcZ5V9+jUNI6Tmbt9Kaetp3wBm55trlfDXph7SwoSiHiYUq3phhDcXlCBVY5yqvc7r4aOWA7xdcZb2UCcXRgV0tr17FAW9o2a4rvfbKp+Oqg2PHDPG6U556mTSEm266ab414KyNLVqNUCXhvV4PXT7ij3Z2suTJ2H1hkMRTWa/iso2Pai97yKg/pUsjvePVB2ClKV98ilsfytdf8BvAik8WHgKcwsXNwyl9y+FXtrK9XFllwy/9jgenNNLJjGy7MMs/a4GHdtVnDoweceS1AvXQiYk8uOttpdzJZ7AxiKz6z13Qcav4ATJH7PI3OF171ZdUOxvcrcCrnxuXRmzh0jz6sf0Y6/otY4MLv+JJD350EqqTGF3LxWx2WBSPvqXlY4GvfvVfyCvIn5s30Qy4+Pluy6233jaLIIsrvsHPoqd3dyPwKLN2eZvNZOfxlsckdoe8WdWfWehuDVr60OWsnrXnrC1kwN0D3N3WsTd8BWXanat9jkzBzozFr/7Lm8uu4wSV/NHFUE8CF1ceoIXqDMtZPFRn48BcohD41zyaKQbHLDn6DE5ybmyF2i3NP8aX2q1McHDXoXuLDDH/8s/UcXhKo/WIySOPFJzwXbKHzcCkyhf3+a289C11ZTeabBfeH/7wH84uEfkWrmSUfuTFLnj8PbYd8/jTiezqCFbeaKXBerW+4RevOPioVzrq4/LK0JRuT1dWy4wb+/yDns52q/CVd9UG6T3g19A0G7x1JiYHvLaWjx3PKDrtjb78+IxnPDMfj3zy4LMFrn6Ih3Rtx2+/yFfWUB3FxVMm3bJdn6aLD7eymhYLeAh00h5bXwPMn5bj1Qts7YBGbzbTf/4FHyGfHvHL56uNT1cgD4IToynba89js8PrII5oJSsXajjHShc2ie1P+e3xLrMylBde3nvHajkcFeICE1q5GrP0HObzjPSCDKJz535qr+q4O7+0qvH53sCjHvPIOevgLROvloLjreLxx9MlXT9UZ3mTqddRwYTdF9W59oxuR/3RomGjqx17mORPafe4duKHXig9WHWkL37iHc4ueXBB2lVeze9lYPiKyRLTQ1w85b3AexXWuD6S793kzg+8wWTlrpt/LT7pSK5tX9vC8mgNbN7mWLs16Jc9bJyzJps+1WuPyWx9Vs+zsa19NOz3ZtGp/fFN/g19dEI35xyOdhRvl8c++HDHnvCrXyuXbepKXBi68lnPuTPRZ8FhcfP85z//8OjHPPpkkB+84H/2M59NO87deM7h2O2qHH6Fs4fqpN30Dl4doLE7ZPLt703RG/5akJ4u2vDDt3bL078xGjbVrtrT+Hy2tkV0d6x6F9dgWxnlQ57BWF8/wYse0tUBLtvmy70OrA/NsQ7ZkN1eYejVfxYXaHZ+yk9kxp3KpkWIg9uLP5SpUz4T5O3YfDrfcfrABz4wfdI5GmcZvphX6+nmFX6+Qt++PPUU25YuR5lHvRaMDllMhVfARz7LLgsI34Iycf/2m//LLCjswAn0IrP24SXvan22TAy2w+mFBqx01blwcf2/8xgF8kdZ+ew0lTV9OvyVCeBC9ULbUBq45bXjotnzWIIt3DXmn8gbjy791CHeFk/6irQ3bX113WNbPJzb5M8rsuDxSBeMbmL12SB/vqt20QUf/ZHc2ld7dv+CucpvTxfWuPT0aH/c/X6WF7reuEk3FK/jbOFfbfyQz9hUMCUp17ArDbbn69SdZqctj8JUTnHBpHvBLV5xSi8vfCXcHY9O5KicnZ+7phM+uVvO+EYgrnPnc2cGeQPlzTffPB/E+mTeFpiFjDd0cpeDVxuXxqMBk0FeG3bLwUb+Zh/ZxYeHHt1uk3T1l65MMEG+lzw+8oK4jbrwljWPz85Lmg50aYcdZvmDpvqIhT2WdpEBV2BfcQoDh9MryECDV3p+9g0QhzbptNPSC9/62Bst92Rh4wDuYx792PlS66c//cnDZXm7SJiv+N52+9ShL6rayTAImLgtaFeND+qJTrVl1726Ve9dJ9RzMDMx/Uw8J+UREGsnP75O3mHV+glMekL8l6HtxGdgQ7NKT3kmX30UVd/6Gz+2zYfp7s3kFZ4v/ZZvmbtDr9T7XaCIzWLw6nxp+DPjIzQmuuUTfXHJrm7i+sOk5Nst7kINqtdc4wOF62chfi5fLPZlZfbTvbrJS+/2VHcx/pUlLxS/cPnq0VhLnIXL8UxJ7xwrB96kgzhvKTo/xCPhNa2YoUdZCyBn+935oJRl4SbQf9qeNqNOM4BUn9EvsNH3qOPaGWqfwAFdbiKiJ7xgH+Pl5/Y5i3RBXXrz6ZZbPp/HQr81j1ntkt2DNguqdVCYP/g5C8Fcl6Xthenwrd2j69EHq06OPiRj2t66IfOtHh65KPrdE3y473//+/Jl4zePLvThR9fYO1o+sI3U52gFeMvWhVz4zqM+VNb0wj79e2rLsZ+kCC6avQzMtQfl8MhsmRjctYfCq0vxH4hjIWhRsxZ4cMNodr9wQ6PMDcX9eTHF4sblp0ie9vSnzc0aftMC+DP4+tPed6d8swPP2rrrXf3qd2WFnY/HXqZcOAsbewLfx384rTPlLuNvQ/1opyZdJ7Yd9dhsQPPAmin1ny7+H//5Gw5/8RuecnjVc284POzyPHb705E9EIuj562hYyMepY7GMbJ5cYN0nV4nKNudXlxx8Xd+e7l0HbY7f4eBc7BKKJ9dp10f5b3wvsgrnpwduKCNz0CW/AV5VVjeSvpJT7rh8IJ8TMnn29//3vdOpRnMDUToTcKV0xhPdsPhywjJXbPHAmvhUhs0ZjzKCw17lLtTE4N1UMFrJs4z9rZT1PbKRy9tIhcrRw9OTmWVJz/gBS6UXkxHMX3wkm4AE8Qu/MiSxq+4pS8+nNm2DD8DtW8++CKsj9PRwYcNdx4+qsYH/E8HwYR6dSZYk/ULXvC80PldoPU82CMsfvy1N/764T3vec98NA8/k8FV+XT8l/LV4Kg6oTrK7HqSV7+C1676kR54TmfO3+bn8cXoGL+b0PKWkjJ0jfEe/0y9HB8BZVAwKSqrLnCE6tE0fSoPbNl2rJdxT77knLp/+tO+Zl4x5Rd+sjvjhw/9IKQdFh/WQ6uO75136OOD8Cvv3Qd04X9+1fbpZJEDlz7/8l/+y+Gj78BFqwxvMnYdwdGXtjhsAeuFryBuWh4vZoJZWJI3j5xC26DMG00pGPy7o3NaZOph7TbMgc/g+6FBzC7Ka992Yu7MD7Pem0XhxRHtZzxGl+MuSGoi+dNF++gVnuuO1eJgtf8ZT7I4Gj2zINIOVvuh3+pH+NK77QIvC0btH92v/Mrr872c7NzEnwvHGb983DE/hXDyWDWqw7/seB4QT3zG15G0ZK4bBDD20WAejw/t8qFady5kFnV5BfyzObP2z/7ZP5s+Rkf1YyzBD3+wypKXhlN5ZMGRdwnyrobR58gPTvmBC+zCu/4Bg+PCR9muS+nhVafigAnyDfCF0u26auf0aF+srnSRJl969E7eG4zyDgvzsKcCaD0GNoeos37r5v7Qapf3HOcPdNWXLtWn+p2vrDAypOlU2sbgrq8UWtYYXuuqPAorDrvrC7DC3ThEhYTV5uE0zCvgf4IexftK8ZWXXHR47ds+Ogv4v/C8Jz20hc0FKouTIoVxFOylAnaDd0XaYGuomJPEpd+dVlp0lbPzlhbQ4rHzLW0bRMtK3xheZUqX53K+AQBMiaDT52DXnZlgs8o2cNsy/Pp8d+B33/62w2fymfXP5zwCHuSJ6Va7m688ndLjFJO3hWJtENMbXnHJQt9GCo63AL8yBnCEwSnPyla+66QcnvLiFge8PFoH1Qu+0PI97mCjvHjl3/aBH3nsUeaqvOKiF+CZFAwkF+fMhknTnbcJ10CJp3q4K9938faTCRqOn2O4Ih+Hs7h55jOfMY8N77zTTxxcPZ/E96E5H7/6t//2/81kcUUeu3wig04eJ4beY5dL0llMbHuobnQV6rM9bnssbpCO9Zl2zs4ThuxOfURGafAxsQy/mWCjw5K0YLYSp02u+lJUn5ZHdVMPZ31aPS/MpwnUgcnPmxgPz9dO+djh0KGJHtrcuTxy8LHCqZ/4eb0RFdlxy3r993QSQac+0Qlkoat+YLbahbaRsffYztrGqiNaofbUnzscbu2uvCHKH3lBWzk9OxOdAlem71nIXJmD4+tM0dqluCTfh7k87eb2fDGar0/4xvd207rbde6u3GBoj/nQHRx22/FSftJuYgN9qzN9Jr9GT7n5TxA7mBzsgVV/bZxvlPMlf4Bp3x/4wB/km0l2L9d4NEuCLJAEuAIvsL9heWX5dclcbYletbV311y43qBaix2PDMj3QUO/I+ZHWfVD/U2/aR2WF5l41hbwyixOy5vf67ttZ2TGHvzLs3yqc+HN4+dCW/mNh0n+VFbz4tJ1rG0ebWXueLsM+sKzMC58ZEQPlarePMq7NGPL9d4yzJj2NV/zNfPjuPMofNobvZceeOFDbnWvPnRo0J/4ZsleZ8lqN3xlrZvi1LfKKwc/sgT0xZEvvHVQnPqwcsT1U3WGC65fFFZfgX+1QZ+7NHcZv/T2j2VBnrHpoTC0mqR4Da0h8pQVKF8DwBlfmr0MHL14Ty8nnDp8d2bpy78xGunqtetRGmXwzpYNIH90Yv/m2xU8lOCjZCukYjKi42X1eaePcWUwe+xjHz0/rveRj340z7Z9DdbuxbKrk0sbCNmtUDaZ6IKcyWxa9IiprkehY0/tL319WVsbo4GLR/1Ze8Uj81h3Z+sKjSAuzc6jssGE4pQv2K77zo9+BgqDn84s4OOiEx6lBSstPIOB3RkTvsmDb/t8Gr+ZJOPGizNZ33dfviuSRadvQozPswXvQ2ivfOV3zODhvIjFz2Mf+5j8GOEfHX4qvxf1trf9bgbn2+fOyd2o7X1b9z6lr3qE3dbqvUraYRciPOXiXmyZw+ch4AcffUzp4j14i0ftPlbDsB+5AbTe0An41Ed8IN22VnjbBL/v+JE2PsTbHeKzbn7WfEH2nDfGRtfU71GJO7LwOZfXfUltu51MmopFkF0HcgX81FXtBquvyJeGq5ycXjsOmsLFxa39ygXwhuIXt/DiKN9Dc/PoKW2FTveGH3u0Hb1+HvmEbr00EH9YUGZcOA4JY0sUnbalreAxi4egrTM7S8fZ2Q5vujQ9Kw0wLBO7Vr2eprX1PahDgR/sgMnbuRnTIt+YbGE6duQx6jwKObZDcOV0tJirL8Uz3h39Uz9NPLbjEz3m8RivRGH/c9m5sZjRH9Ufv+HfMaVtb5Q+/sG3dbLH0ngIcIo3ehxhcPDHV7o0xVHWdgS248Etz8ohq21SGk5D+bccbenFQvFbBia9aOh3agu4R9xuitWbG62LL1w77m6ynNO8IZ8PuTfzyWpvZCyddzv2NJ61S7oBjlBfiI23X0nf8hAXB33h0sJeXhnVQZ4cOLuOi7K8xOvK3/EV+uq+8y/dg4lz73K4KB3q0uxe/tLbP/oQFzYxpAZQjFFVkoLyyqu0GLydk8I1pDhgxWsajwZlLW9aLMwEFv7lKZ5Om3ID8KLjOwAAQABJREFUbeng7jitDHDpCWEZSXx/ov9kjoXebjHh3Z1GuH6z547Iv2QWNm95y1sPH/rwR6bDe9Pi7AReeZU1PoquUSqPItZKf7d5T/PdDEzHzl3bl9LLLukOWpUl38B2Ae1eF/VPecKT7oWmtNW9OOLqWdiOU3lg+MGlE9zWW2HFVbYHdpu8L89vJfk9JxOQ7f8wm7tW/Oy8XOrnEOajZOs8h0O6l2WR+bKXffv8iraDlH5Y7pOfPDePnn76p//t4cd//Mdz5/To+VidQdoHzeh6iTvgnCsw0DTsdtKxl/KWsZFd8i33GCS5mchOYKEf/6atpeQEF13PgRQXf/UFrgODdwKRxqc+lW8o/a4LXAHMYOsRhkEV3O6FRXnD2BHfrkn/tP/NxB38+XfkVz1KKwZb9qzxQpod/Fud4O1peWGH0W3PK69t0nt7q33gXynwQPX1ppBJX38XRpa3nHL+wV23/LqOi1xDQ+yy8PENkkxX40cT1FV5xPD5z/str7WDUx3n0HDGjdnFOa0eo8wSuxQaOfMYKPzRCo2NJepDP1DX/NHLTzlcPDdSgYVMi1oB44yhR34WVqUp3xMdjhQrCn1wLY741s0crtqfIPb7ZldlpwufjiUmbOMtPcHP1kVl4iFdnB2vOI3pOzoEX7q0YnTtB8VbdbXmJDjgYJUF1nRxwRp2fGm45LuKLxbKV5lQfPUztZBVMP3ciBlHvLQA12PYq3KeT7Db7+D+RW4I7rMAWY/mpjB/yHcJ+01DZVenIJ0sWgc5f9BVp9IXvzzLR7n0Hs7St7y+gAvHxWbluy9aXhnTtnMj5NMDYL2mua4mt4t/UGk/k5JHH1Eoj4Y9Rn5Q1EXelDprZB1ZY5BIgxdXuuV1TB1SeOlORS6n7XzQwi9NZYML5S0NZ4+bLrw04RbkU3zwtYoeivBJHAe687/6mkfkN1Vy15Yv1j72cY8/PC1biu9493sOX/j8bSm/fRYiKlzHP9maDnn1xFGonnzQtFinQA9uQNtxJ5M/9Sk7pF0WAg31Nbiw7Fl4qwOe2opH/bF0PvVj4Xjgj0/x8S5fcWXCrVxxeUjXB8UFw7dy8akMfLTYS7ObcufFeSyS8c2XVN01mlCcuTHw333PF2dS4bfHPvaxecvnMYdXf+d3HF7+8pfnccvTsqD5xPxy+K/92hsPP/Zj/ybb+B8cPdSlX8q2pe5ApoHH4xfnYAxK0yD8jX+q1x6Pdkd9q3N9M2XRnZ3aVddJJ/7g8yPv+gSPk3QmEQOBxdwe6rcdtzLBhPp7ZCdf+LJnyfAr5N7ms6gzYbHXOZTR70gTFWe3zKBhd2LJDl4AZMDF29X22jw9GsBO7A7wy/VamKUV499YvZ4tQ7Fgp/aG7CuGwU0pviZ6Zxj8npfFgXZwm0fJscdjSLtZayxgn3qKLubW8L8o295z45IFkF2PScdPfjxy+X2NcXZi5xsy6pDM4KxyfY2a82di5asM/IHjRO2ur/UViyvwS+bsBu3SryMn/2ObxdmSpU+lx84us10qizm+dKnrk8Bv47zolHja/lE9cuhqHHPTdkXOg9DV7qczI8YnEy/92jZP+A5b9LW9dXZav7VvyVnlxS+MHXgXt2l6kNu2VR/KC6VveWHoCytOacWV0zR/NS1GC6ew4qeXjO/4audbfDcT/HdtfmLkG7/xG+eNKD/LQ11tadGN6sNbapfRtPjkim7ze2VHvYtTneTpXx3Yrq+WvjLEtQmOC85evtMUpzT47+GU/uivtMNwZVD6xdJ/ml2I2hN2+j9t2k7kxXyXf3rCQ1rY1LAaJd80w+q8OoTRYHCkhTrirOI7TXHhFC4GVylifAsr3tkKVF686rbzRifvWrwykGfgCllgbTywIsvMFBN66t1AcWkO5WUoOTz3uc85vOVtbz+869bfH15dYNT2dgwH7PhC3jV+CQdbxvWRToxOOb26CKn+9ARzgQlgvfYyPAQwvMgQlq3L5tKBw+kCozbsetRPaMguH7SVAYamODtN4bUVj96N7IMXXnCVOeg7297ufjLp8OHjHv/4w9/5O38nMtifeknsmxqPetSj5rGS3Znbcxj2E5/4+OFnf/Zn582nN/3Gfz784R9+aB4hWMRck1/QveVzX8gCKb+CnJ9BvihvS3kDxGVHo/rXxtohFna4PDifiVtX0vNWFBVzzeQyfjv2FYuX450aGhNc/dpHBXy179gMz6MO0vSoLvwmXT9XLzyFlp3LDzA+6ppHzmRMZ18ZnjrJZIfW73JZyMA3W0r7DZkAxr5l05LrkUV3KedxTvRFVzvws2MGRt/qEWbJn96V15bTcu11LfKpgXT0GQ4rDT6dUhswsE3ewsAwt2jqr6ENE3k/QmpXzwLZHfOjH/2Yw9Of8fQMuLbv9dE8Mh3cxSPWRIL6MQ6sr91elt1bP8uh3X4pZ07s4gra69Sd+jxetKGavEGdT2fhw6iU8K3dozlUTNKxvuiKv9CD/vWTRbgB3cQIx/Dk9678DpkfsgRbvs8CZmSejhHTb9LujHHjKMoFZ3yV+F6/FZZ6jckDW/qyJzvh6TvqW7Co0X741tX2N3zGtmUz3NZdY+1Nuva0vcgXf/cD2M63OOLyki6/psu3ssqjulYf+NLw8ROkXaUp78YtQ+fi79N5I7blH1+pGzT8Be/GG286PPs5z5k0PZIwgI5/lcOtfHk+rk7y5IqFtg8wofStFzqhxfPsdZaXvKv45dU8+tJUB/mG6v1lsfYfJ1yUM2DKLL79/qL08DnqXj4PJjaG1Df8/ZAWNhjUyDaMwlQaRWsU5fY8B/RS1vSO07RYefPSDYWRWx47P2k402CSLh9wYedVHuCcskJk0TXZ/M2/BPn8UwnsvDt3TMIlJoFsw950041zEPPd7/n9NDSNzoB0fE49mDrJ6YSjsdEDv3kj6tiRClM+ZRl4TersEcCk63ONujbUzpYrA3M1tGyHl+5sjGanJYd8fPFRBrbzLM0Oq87taMrUDVpBXpAvv9LLmwB6VzwyM1BYuDz72c+eD5PNDwLmxwvViwOqvifkg2V+RuG1r/3Fwxve8Ib8/MUnZ0HzuMc/Nvrn17Hz5s8dwZk3dCLDAVI/DHhvJkSTvM4ikEd/gU69wJSdrxwMnnjCxG1b5XlaJ4v/Kj856Gok9H9krPbkZgdfQayN8EvTlat80T1Qj9En5NqxwdYiZG+H+Kw+vZ7N2xnz6AmdHY7hm5luzqBloWKBbzJHd192L9Sv3aXlOwPW8S53+lXuEvPDoMtvS//ZDQ0PAY91rX4iTdOYOCFqTABel/L2/31AX3gnrk9290Uyk0dNXzsfj0tb+u//8l8+fMu3flseeV6V/paffMgCetri+BxN9MrbQPS3gXZ7dviuu+bqOfPyxLwd6dHM7XmTzm4PvddQwv9JhsfoT+iElsuwW16hNH1lV/shT7pjmTYOZkzwK9H3rUFqRLITq9l9G9apl7zJNm84pV3PUyXwCfinXdGVvPBZjwnA45v7s7C5N/b6l7ZYXHVqgSXf34my2ym4CRHox3fC6DS2LZuUgQmrjic5sB13Qdff3f7dL3gJZJW2POV3OaUD23VYEk7/no/+tPTUnvKr7OoycuPQPvqDN4eJo+OFGVeuSP1dmUPmPhXyhNycaRjOK92XH09Vx7v8s3LbV8Frm3ja6dHH8niUT20tb/DCymdw+SWXMDWXtMV/+z34zpdMfMpLvr6oDmj29PSJVNnJ49kApv1B/CrCtHc3MrGNvIe8sEEs1CgOF3YjdmdXYHFKv8c77Y6H1gDUSiVTuk7eeaAT6uDuBMABE6oz+uLtMPCpgBlgYqfxJmEsTplnzoYD29GKbOe6sdF4X/GKbz/8zlvecvjIRz+SRppfdD7y6Ndx8bkkv8zMnjUJHO8Eohv+9KwudDNpFa+61l5wAb706J1868Liozj80AXQzrN+KU88pA2aO4wcZa0Dafq4BLguMuhDhrIOxrVJXBlwSwdmwK6+8srxcbmznrqMk5yDuTy/Lv2ed78rv230/bNAoYPVv4HW65PPz+uTfrX72TkY+4//0T8+PP85zz+8613vOLz5t38zP+r4h3GaT/uv76tYSFx++ZWZqPLLy6nbtXOx2ttuA13pxSbwXX+61da2TTi9/Op7yOe6/+gjeed4zEuX5JyWyeJweXCi28kglM56d34peskyiJ8OWnzZi17SlV0d+UWg+0lI0sIET/pp4Mrt0Dh0fe4uOzarHfoaM165R1/6R7fZ8o3Od1r0zE7T8dFVeOBJj7E7s7kFO9EmQYOkXzG/ML4iD29vWV2YXbJ78v0ni03BjgM73RjAY1Ptweekc7ZjIhp8vtHPMzkEMoM0s/HIZHwuPuIneuBLR48y1b/X2j//uc8dPvHJT+XXyc+tiSbtTjvxD//RKjZ1R8XbLY/I4wQHzx3k9Z2kiy/K4eNtciJjfSRPWzChuymPHriNX8IvJk1755f8G98d2w54dY0S49u9r48/oqOR3K+rp7kMPl/Od3GSv1v9hZ8bMGeoOhbMAjS/VC7QZywdnZid9iQd3ciHO3ja4zmPr/h69X2HmXuuCK5r/Bx5bBm62CHdMuUuoW1Yesev7Y3hod9D8Xd4eYvbH0pzlpe8IN71kyZvL5fHz9UbTWnjE/nGL3R+yT0DyYwjF8dv92bn7/LLrppf7+ZPZ22e+cxnHl7y4m/Oztd65NlPDszXoePXyq3e2r9AHj0EsOKBC7sddGp/BJcXo++FpnzWLt/CqV8rC56AB1jl1Gfge6BP5cEVinNfbm6GT5wxOBYkdhnXcmpn86dOW3z10yA0eUgLm0qjVJWt8o33sqbrwNLgU3zO2uHKSgenjgIXwM46FX757bSL4oF/4blKU7rCq8/kdXsjxhbKf8VpKGlXvkvw+Mc/Ls9NX3j42Mc/nC3q3PXnoTqcL37xtlCvQYsfDE7Vf2QfG4Y7q8IrDr1QmbuO9OSbNfEtWfWzWGeDX3l4N4DvvMEru3iVKd59Ujyw0T+0cMgpT2UtL7/SVYfKbL60ex7Mo6Fzd6ezhCce/T0uE9Nt+eVpA4N7y+7SvPd97zv87M/8zOHVr/oLhx/6n3/o8D3f8z1zsPODH/zg4Ud+9IcPr3nta/JzAZ+dx1Z3Zcv91lu/kAHn0hmwrrnmyiwyDBrLV9WZHtKu2kVP8LN1ctbf3akz4aDFwzd1hlcGwfsvOt5FzYShXrSWVZ/4ozGJUUle3aIVd1AjU165UDi8wsDTmmc72B158Uen0KZJZJKyVb4Gyll40FfBaIR+6XNlDkA6MOoysVtU0oFddJ3zHkddAhh/Piwf67sn/r7zrvVhQIf+fN0b7/pwpU91pv9p2bKfHR0TlAtsLN7oSzZYFqvhNv6ag9xjy2rrJih957bbbzv8u/wC+c/9+/9wuCsT03y8cCbwYRHuxgs1Qq/T8eeyY33+3R/8u4en3vTU+OCytNXl4wvzSrQFgVejL7wwNsaPa4G76ifMwiv1Gn08mppD2YA8nPxuT+0rfPkElF75iz65oc6YE+gsmAE8+uSXCy360oDQLnp+VZb60gbpsV1LFh1X2VGaKLD5O/h7XwAtD+kGPFpfLW+81x88ebEg7lW88mw5PqVpWln5kyvdoM2fDat/LVln8eGiR0eOhQz82iNdHLFPKfCnR5QPy/hkYeOzCRckrwXZnXne856bueLxh0tyQ3Vfznbdn91PFTiPJqcWpyaHL/t3+YC7L+r/3cb6TFx7penc0LEaHX74lNdU8NFn6M4GNLu8s+X4tVxcfeDt6aEL+/8Wv7P8z+bRz6PnkfUQFza7opSUF2pMnbM7RLpwuKURu5Tt+DtOacXFryx4pRMXR9zKQiN9try45SHfgEaovKYbw6WzoLGmSWRL2EfMLp4fMrvuuofPxHlhPuilYWlQbWBoSnsSRz9vn1QHcqX3fBulBqm8q3F8pfeOtuvHdp2xPlNWXpVDJ6Hyzlcf9WFpxIK4+NLFq21wpCtfei8DF8iu/KYbz6iNTyYCupefxwgWMw7jeZOp39PgIzi/8JpfOFzzsGsO/+j/+IfzyMEh4n/4v//Dw2PzOMobUZ/L4ubK7NzQ+9Sf9Fk+qs7Va9ezsPqh+bM43BTT1nAlkXBic9InNioavGOfkj76xGLBD7HG06Nr4bsfy7dlrZe9rsGmPILoxU90YbswuySZjC0A0Nm9Et9396IjD487MxhfkcdY7tS1LW3wjjt87t9C4fhm1XHHBb7J06LMQuJui5rUo0U3k++JrIvz+IaN00c8g6cLhRLoezbsMPq76guxnjm6hpMdCzoIPLj0Ea/Xut0lO0DNTjs711571aK9ZLXLIRxaOlkiLZ087jQheSXeV6v9npLfaprdixkalsyenRtuEXpqjvJc46ek3LnKJk9SbWSbNHsKC4KON/jDYvL5M8oN9fBDwyZjy/qHDN266IJkHkOdwJZsCyI3EhGK+wkN2uqxx9Ku1kfzaPe08rMBT2HHO4tztqx8agv86tYYbB93dx58o/0L8OtfONKCdO0ZwPHP+DXtZZfTNL+t8dgRg/Xjx3TAy42YR1AvfvGLD9fkS9H3pRyc/y/MIlknsWOLV1rwMd4ln86zcLTZ6lj58g30JHvHle4F72waPevdHCgTyrP5xuAu+R2nPm954x0PX/n9AnsoYd+xQf+Qd2wo04aAkcovTF6Qb8xQldA8Q9GIa1h5NN8ycRsa+tJJKxMqq3jFKa8dRxpeaeTPhr1ilO22lq6y3QUJYocKn5EDiC9+yYsPb/jVN+QMx10zocK1Bb22iJfOVB/bkvAmRrfS8B94YII8e6qzmH5iPjWx217eQ33dRZCynb4yGpe2NsGVVu46Gwrf6aUrAz6dBXzoo8wk2CC/11Ph54vRG6B9ofei+447VKEn09sFF+d8jS+uWujgCc5Hj7jm4Yc355Pzftzx+usfPm9xPOLhjzh83/d930xCP/IjP3q47IpsE2dSgu9O3dsxdlhqS+tit7W+KY4yl9C2o6zlHk/M90Rif39gUplFgHmsvPE100wMHn7SPQg7OyFpFmgFA6jFQtsHXBd+9S3cptFE0/lH1B15nOIVev7Fa+iiK3lXhs4jMpPbBVm0589cJF+cu862LbT4O1vysCwi1QFU25jRZnjOI6KjTvqAszn4esX8XOrtoqPv6EdDdobwSLsG8FUGvPzcmL/JF9jOXvHoFVwfE50Dv8rCt+WzmxlZPnR3Wc7VhHoejdHdAuWqLJbLc7x23LGRnhDelmDrLnuB/CaZNzQ8DuPD8fsqmoXGMblYEHQM+v6aSADYsMrY2DptPBihVYsn4ZTVEaQdoA1OcNHuixd8z17lX/hJHn24VhcCpM8XRs6Rd8vr7+bhgFVO0+DCLqc054urn7Kmy1OMrzbQxUv5g7vkxaWv3PJomXJ8ioeu+dK0bOLwdIOF3tkjZl2RT1Vob97W/LZv/dbDk/Jjl3eln1yYdnJpdjpNIbzsLdv5l3jnjS+ZZFc/6dqgDxS/8OLSQ5m2OO1xo9t51QZ0Qml2PxSmvPDKKwxOx0CwnZ+y84XinK/sTwObndiMUfjj9ZAWNjWkTAgGY2gVVFYjOFP6bDnc4uyxdPM1Cm1hpSs/cDAXWdWnfEp3llfLwYuzx9JkuISRl/T+DH14GGDyn2yvXj76sY87vPSlLz288x3vPHzgDz40jXsOqB4HYJME3KVrBkC+S6M1QJ61QWOuTsqEdqriyndSsnCA34ZVf9AdvDTge0cp78oqPXiv4hso0MN1jV+OutVXOw7dyqO4zYuF6leeYE2LyaOTgVo6Wml0g3MujzZMlA14uSwgvuh3jzJx/sEf/EEeO73o8Ih8YfcTn/qj2bH57u/+7sNb3/rW/BzGH41+HqmYmNWPydfZiG5v0oGuIztx9a6OZIPJ05OvXMLy5dGGTHYshqfcb8a0PX0lnuB2AtmUlV10WNvLlSUW4NWP8q2jlonhzhU/ekxye86HfPpTnx4dfZzQ45BZsNAz/DyKEuM1b8jgm2tZtmTiq9wCi62jZ/uExX7oBdHsuGVxoQb98CtdfJPIK9fz+0bw8ugGHF31LY/m8SNTIK+XfOGDmzza810eNeovqx5YlDrKgepLLlsf6tt1UDZeHr1IWT/6eEHOS+B9Z9qO68pMYHNGKv5rG7CAs9smXm0hxMsl2A7n7tIM49RNxKwkpyXU/skc/yyblIUHPmt2hJ0LA31em1gQj0cEdgno12Iq/klZfXsSHxkPfkjhS59tY7tupR0BRxktb6xs5yHfMnXXNPjIlthCYfAqD7+dru0BzPjTAB+MHOn2UeXy4GiF6QdHfDS7jNKjKXx4h1Y/uCT92i4emHNNdvEsdp7ylBsPz3nOsw8XJX97FjaX26VJGzr3Jd/Myo1vvng91biqavTAQ6CDSyCzcHHTOw68+lO5ttc8u2snGnChfMqzceXueTzKD6+my6c0ze+0YEJ1WLmH/tc47Q6RDC5aNfgg+VGmDtyVBW++LOGBt4xz4TS0fHdCy3a88m2MXyunMDHn7vldT3zlW76XNd3ynf9eplmRUTlTdhyl0OgMzhA8+UlPPnzd131ddhOunQZNpo/HiYXyKJ/R6Qy8OGSwVVy97NDI86e0uwGx8l6lQyvI77Y3fTYuXnWT74W3gKah6eKIqyfZytupasfOAwz+rkdl1wfKJp2J50RemJCFt5j95YU/fB/uUwefy8FQB0QNMhY3vr/x1Kc+9fA3/sbfGNmegdMBLxO+dM/AVB6eDcrJ3HUu3g6HL+9CY7ElwB17MsVLF2fimWTS0vw/0g5R/ux5dNobGLsFPIXCxPB6KZf26jZ9/Ar0xz/+sXVnedwlGBkpE8bOxOvVzEVbGT1T467Uwp2fhWmLaY8mlFUfa+HN9/gZ5H3cDp7v6Hjlfv3A5vIDHqPDZjudC288ugVH3HqvvXRsm0NZ+njiJK08memXFnDCWszel9/tuWJ0wPvk2nZ7ujM4NyTB8f0ai2uTGllzduaof20JcHgqt3sya49jHfebHrv+1bmwPQ+2+HUsPrahNJplY22WU38DPerW/rzq2KJq0eRv8E7C0Cw+4GTWF9WpsfLSgvXCq2UtB2sb2sul0e2w8hGXvjD5Pd3y0ouVt21U952uOI3h7HzA5c9e9O/CZ+cbxKxT6OrzFHdlTLpoxn/4j370ow7f8A3POzwm39e6N19Dv8SucPrE/Rl75nfH0ifWub4HyqsO1bE2y2vDHQPoURxxdYZTm0orT6fmxWCNS1vbzsbFK315VW71aHnlwXPJ77jS1X8KHuQfN4flLT5dyj4IRjWqxjcvFsDriLJV1oaww0qzx+ULr/DCxIUpL1xaUHYWJk+fHb7jNY0ejvx+FcZh4DMgQk4onjvRGaxypibN8uCMjS9KfuiDH57XQT/96U/P81WDvcukGWknfsKHnFbOMD/+obvOqUwobhs1upYXBx46k0d5iuE2FBfeHuDsdzmVV/ryABdaLt55Fk7Pwi0+0PeC07ppByz/PYYz/OKzJXTtXLFbu0LrTrk60t+gYXvhc5+7Zex59KMfnW/afDJnai4/OMTqrZxv/uZvDt9/PoeRr7wiB1vDy3qfm9bjgNUWKp8OQuU0X11rT3HEynznZXbkLB6StzOAhwvH0rNO+/F3RWmPydlZmIOo3sQLPTm9+EDobh1dwc7XJgYxf8i10LCg0DZN1JfnnMm9uV2cz+jzQfD4lJw5/5EJ0JnimfzzWNUdKH/5uOFf/+t/PT9b8fLx86pvj97WWbClb+pLH0k9XZkFvlfq6WuRc2u+//LBD33o8C/+xb/Ib3j9cXZw1qICnYuutZH+7GtMt7av+kO5iZy/OW/OuCSNz85TOsYN/V1fWmfQ0PFFHxe6E8SmtSL22GjOcqUte93aTp9wdX441QTl7bYHHtI9tYPM0X+cO2zDcf2Lp5esLGzRF5ddwrSVpGtD7VU8d6zYMSkHgqds+B3bizJ3teQmlNZd7mzBLXDg8e1R3oDwW+IfoM/47sgH3gm/pMf/2vVR15ajYcOen0z+nI+fssKl8RN2mHSvtovmq9OMDaGVL07T2mD9infhTcvjJ+6FR8ecHU85Xh5HXn31ldMuLktbdv7Pz7rc9NSbDi984Yvm9+7uyiPgoOdA931pb3fMjv0FWRzfny/ak9dQW5rHn/zC5aV7U1t94besuLVdGVj9cha+4yvT9/AVGhdHvMOaLo18cUqDj3Tlil1gDznEj+wNk8zDD/FR1DDYNKji4DWoMGhVWJn02YEIXEDPQM5wyTdGVweA4+HuSLlJTCw0rvzmxU2jL+/yFbv20DKw0pBLX7oIQ7dSg3PRJe7670+jvv3wrGf9ucP73/eB+drtdTkotj7XT99LsmW9zsbMBBxensvTrwuK6ludxeT2A10mBDrQR7oddLcBPh/RXdj9V3vAag/a1k3tgwe+6wN/54eGfDTwdHo41XmQ8wcf/JTBR8deMOnqUhvEYH5wtLzxstuwDyydYE0PHiHhx240PiTmLR87NmiklfOjHw58cp5133DDE/Lxvnce7r3U7pcP9Pm2yV3hddoW6VJ90LvYR4ZLmTw7yGmblAdfE8ZqRwYhh3IFC2KTCxo8fO0Wb2mTMlod9ZK0q2SmLIWTnrKkKx8/MHmhPsKLPvzuGt2Hucn46sNv/uZvzoLiyfHDH3/qU+Fxf95yWr8WfXW+zeKjh7fddscs/ny6f87HZDZUh9oefh/72Mfmm0ERn8AfWbjnkd4rXvHKw41PuTHneL54uDoD/rksGjwaNMe+6U1vOrzzne8c+z76sY+f1Fntqo/bJ3BW5qqP2m7YDN7gle44dxY32gV8oe2ST0ozh5aVh4evW7vlsBiat4hCiyt23O45Af/ow9qhvB9gdaftELE8GQzsorBaLf2SA8BLHLGp7VlGTp0HRC8X21zDD0kUaHtK9piPPnmEAX/oh702kLEkv3YP5kODdqTUl8UsGH3FdBK3H3rkSS1t1GLJt44s9rpwqr/rT/T1Y/2PX2HaILkCO8hRDoYHOdWhvOGhV95+Id+bNLzwaJB2la688RPAK6O48tUXzs5PvgEO+uoCLr/LoyPYaqf8ufrGnJ9Lf/EB18c//inzC95PuOEJ8zFFi24vm/j8waW+A8XWLHAuujSy8umD6kkeHdgvFA5WX0rTrzbIS4uF0hYHHEx8Fqf80e1+k1eGR4P8snmNa/yNBu9dPhny9Rs8fFzVDc/qUv4PJrZon53HsfshHh7+Sgr8SXCGMYIx8HbHFr4bUsc0VoaWU8rLoCoNfjZUF+WuBvD9AldefHn8WgnS5UFPcJUJv3TDPTwcbjW4XZSDrMotZr7pm75pBu+3v/3tMwmgvTsfzDI5mFTcHZpk8fbmAnloK6tywNvJC5ut/MioT8Rw4Ar0w6dp+abhKGu5fO2EI09O0zstGnnyBHht0M1Xx/Itr8LP4oEXp3pUxnzaPgSzI5ZhFx5f06N00ibL0uLv7QSDhIUKHwszGGQiMCkZALWhx+XnMP7wQx8OLXq+45dl+xDlT3WTJ6NymwdrqN67LlE+PuK3Ux3LY2+9hYmHJ4Kk7ZLM68axe5hEGByh9dG4csXlJ60uBBO98x4Wbw/LwWu/0Pw7v/M7hxvzm1EPy8cNb//SbXOg9uHXXXLyeKm+XgzotN5w4j++ff3rX3/41V/9lTzS+uK0bYdnH/mo6/PY7/p8uPKmmcB808aE7rHVx/IDpD/90z99+Pf/6TWZgB2uvGom3U505FRm7ar+tWlvo+OrUe7o36Qzbxzy6ZhZOCk68eng8V2UEZKUWxAw7WrhT+8ZcwGUpf2FTttfiwe4p4tbr3P7Jk+8fbIrhxnZFrGzA5S2QNi8bBBMZXBmcB7ukUMmmq2ND140ENi+rjyKDK7dPGzwHQ2P9d02gGb8OBPA0gc/7X0tXMpPvuk1dmp3FIJfnTrmVCdx60dcueCtU2OEoFzapXy/SgcPvDhtA2ANO650r52ftJucXd7y2xpPq1t5Ni5vcl17wKuh5dWTPGOwPmEnk3+VvfQlL80r3s+ZG96Lwy8zWepNP5zamjrQL+eDmEdb8Cp/aT4X96KjIGZT8cF2HOn6ZserHWANtVu+6dKKhfI7Xwwm7LTNN4bTBdEOKy3Ygw0WhhdcGDvomP8P6VHUnyS0xjcubvOUV1k1vMY03vGkXfCVdyVeWhUjvU+wlScurXT5S58Nf1IZHm0MO78H8AgOZyp3GPTSyy4/3HrbrUmfOzzpSU/KYbHn5qu3n8qW/x/HhnMZ/O8Iz7wimgFeJ6C/DmabvjZVJ2VgdiVsedPFZUEE3sVd9aRX03j0Ludsp1CGXsAPjUsQt8MXLoaHzywOkqc7Pi5l6qcdcecl3TovvHTy0gIe5SXda94mgjej9rFjZ0CwcKm84bHUH/3lld2du1WTbAe3+/JG1b15/q2+DD5+uPCxeebt18Pv+JI3qjDR3ui12ukot/2pjgWRI9QWvmsAc/ngnccb5/J6ZwAnkw885o/+RyLpoAzMbo0Mvfw73MvmlAW38o5kYy+fCV/O77QdKzOgXji/Wn9/2upth9/4jd84/MVXfUfq1GIvC/fjWSbnAdS3SdlXU+fjeRHujpP/tGHtyEfa6HXttddFtrffcr4guwN2e5zFcabp3vC+PDsil96/vgp9a36X6ZHXPSyPt/JJhNjXNnJW9+Yb16d7vj4QK58gYisf8t1kpQc8Pi4vGSUO0doBmcVK7BCG3/BMvQRrrmmr6T9bG4Gnf4h906ppvKeNeI09E10khM7/pUtaPilHDaNn/iujt4t/2xd2H4Ezbek7qo7eaLSXyl87jw/kuXivtkm/hmXrsplMRbOgPuqCTiAb7tJhwVq25K/+S99eix/frsUOemNI+YnprFyZC632B9bxBlxQ1qBcaJn8zkdZcQoHE+TLq3JXyenYWLyW73KUDfzYR1P70dm5R7vR98+bUN6SfcINNxw+l3N+j3jEw9MX1li35EiblJOLLsyjU/VsnxbTs2UnckPAb+pCUC5U16bBa2d5D+IRt+niwy2PxuUt3nkUDk9oWeGFNXY2TZmb1tZrdYPzYMPS77iwSZ/8M13YfCWjCv9KcY2oE5aSx053LASr4e0g7bhQ0PZSvvNqunL+pJgc+G1M0m0w6JS381UOmEa5dhTW13IvyqExQxXaF73oGw4f/OAHcmf8ifD220cXZXHjc+h5NJIFyyVplBfqvGlIYLsOtZHt0jq5i2wwaYscAQzt6HPMT0H+sMOFxlWc4pe2ePJC89LowMlERx+hvJo3sVdv5egEvAT40nxT+ZVT/Yqn/LIsOkZGfOzNnICGJxr4O9+z/OSXnKU3X92ThY7XxpVZNHXXQdqXQldY/jpmlvyWRG71rWxFo2NiOqnH2s1noTi+0n/0Q1yBdtEsf0gPbBZVR36BuYOe3Z7Bx+k0jA3HejirU/mLhdapNJjHDn7fyMLDIyFnbfzO1lXe7Ll0tTd5ZwQsyK7IQiVaDa24dlrQTlvOlvrYGv353KJRW7CodN7mmnwvyCuuMWlev/f4yoL9wkwCt2an5/4M9nubqD/FTdcWNgjyhZ0vBluLiYXfv2vbeuXGo/Bkj/UiOY8LjnUyTtcluHIWP6seLGCk2CS2k6jf20WpPsMXw4032PDHDv78SzqMLDgtPKXxWDas/jblaV89/zXnoTIpjo0nuEt2bwgsviiI1nUaFu/KOBsvfLweqAf69rvSlG911Q52efId286/8D/dgS1d22tlgVceHSqrsvfy9j045DVfXHlX+6l25wKr3NpQmWIBHF7xG6cac9OUT0bkxtZXzfF++MOvP7zkpS/Oiwo3hc6jG+PLqm/xCm17qY+0n4vib3r2qh7VHU1tV1Z9qqdyuGfHYOV0bXltZ0tDZTYGr/ziwMercsErG0yAIw0u7LpLa/uFw6PrrscUPog/c37MwjIuzXI5t6Z/hqHGUVy6zqlR4hq+GwxWmp1H6esghptUWzkdUJlQ3K/E509rZul3ndpwaxNe0ntFxKVHHfKsPedrTJBw/B7RTU/Nd23yQaZHPvJ6mmYlf1kmk6um3Ee+4Bnwz4baO+W5O6abQB+dtQuc6qqsNGIXH9VPGnIbe3mhwb+h9sPbcYtPtrQyofh4VKfyarlYeXWqvMYtr4zisq8X2LpOO1GEj3x0c4VR9alPTBCCV8LB+taLBRJ9x8aU8xHbXO5wbe0LZJZ/daiM5uEVR5oclwBnl1s8VVn6PQ5wdg3QFtf459Gl3UB6w2+A0/olRxmYIM3nZ0PhfILWQGyR8Z9//deP2+e2xPN14LTJK/PDoNdf/4hJw122rB0wu4F48aHvANn1guNcxq233pq7sfUsfXbL7FaY2RO8LfL+978/Mj86ePrL5ekTAv61+yvFcBpqS9vWl8V8FX8cpw69lDsDWpDKWPxUyqAvPx7vwCvL7lm8P4Oydjm+Dc7SefnenWj7wV5Xu5zRObzA5nHE0S8US+0fdVh86w80bZ/S+c+sXKutgQ0hZVOwzhzgxs78A/uy67hASRtZPFd7kWYbfKFljcHp1Uv97+m2kyHOn8rFEw+4aKbvHWXs6eJXzvnGrfKqTuLSSbe8+osrV1y4NP57GT4CHuXTdOu9dSFWJnZuTp/QV9lzLh+itGP/0pe+5HDV1VfMN5uuyY6msqiYQI+jj7XHyN1thVG54r0MDzrX5uqBBrxlu13ltfuq9HuMx47T/Pn8iq6yiicGh98gXZ7iXcfioXnoIXqE3iOpu73h+tAZfTnlWQXrLJi70sXj6KbFrtKczReO104nL7RcfJZPy/e46dLJny8oVwkNeO8NZM9H8DRsd8IaoUdHLndVL8hvF73ylX9+Jg78bOHj7TVjA4HBf9e7dkyHySDqztbOgoA3XDS2+KtPY2XoXEJtaGOqPeC90PQC04EN0GAN+OOpU63OuXzRcvjK8S8vceWLhb28MHjscvFHfcJGaWF0weKotzNJpRmeKTOQC/gq8wiFrrfccsvJ4pGO8GrL8A0N/UOZa9lZ3aujuOkgTSgMbi98XQY5F1+ub5mcbu2a0NhRGnwmHa50W3mZU//NmzKZSOkItzTivU6lXeD7tctipkWeEcCAoJ3+4mtec3jPe94zH+3jM76/Im8wPeUpN44fhyZ87Uo4H4bfXWm/Hkk5xxRh0xbZjP6a664dPDpclD5x513rpxc+/vGPH974hjdOm/bqvUnYoyx42lj1PF/M9trU8ubPG8MfXx39Nd5dPrarstO07QzfePmeox/rS7LVRxfL8NrnRu8sogM6DWf4L3I4p3hJHReyeIc0164T2dox2LSjoWXLEpTiCXjCmbpPTNboZGfyuEAr3+I0H8ITncEE8ejpxuBE5qnvh8fRP+oavtilTF4faH3iKQ2mrPRgLjB2gp8vKG9Y/lv272nlxQOvbLAdrkwgq321ONVdXB6DnD+1RyzAobPxqbqTKYBdnzNmz3/Bcw835OzaufSPe7Lr6ZG0ulnmpG5S4SwbOwLcXx4Y2NH3uy7kVs/i1FbwvQ7A6QuvNopLR9cdLi8UVrydj/LCz+KV9nzyKhevna6LRbCHHLTxjGd+mNpHDx/ywqaKnS+uUVVSXhAzqk5qWrzjNL0bWjntRHA4RKWpzIbSir9SuryKI95h+FWnNhRy4bWRgJdG2mWyuiM7NBMyavotnesefk0mjdsm/bKXfXt+/OwZKV4/1hiG86aJ39m5OlcXBujxbgMV124dxsV2E8jYEH61pbTVCU9XfVW7ztpc+h2OB7kmOJOXO3gxOD584dp1rXwxXpUHp7CmB5A/8vDYc1bXnT5N11OAmajM7z30OL6ZwTu7SMdtXI8IvGkWtvntnztnYXNHdgpMSnYW8GUH25aeYRxa9t2TVy67VbrrTM/dpvqqsXIXffAurbRDgRYScPPncG+unp8ZvtErLSqjP/gxNugdZaK951wG/uPZl8LZcTY98jLgVg/lxRml8sciyTmAuWlMnt/f8973HX7iJ34q9ueV7Gyl5+W+w6VZgN/whBsOl+bDYX4yYM5rZFx3hsZOS6o/b1BdOfB78qrzPfnBznvvywfKcr7gCU94whw+9qor+evw7H2HD37oDw9v+LU3jA4OFN+et0GcxbHYF9jUel8Hc/eBGcZp34Yn1EaxLX8+mAl9/Jc0nybMXR1/TDsKLLFLvczCcfCXv+brwUd/j8yj3MHFP/+cO7pI/0qsbal1B9P5fq7gjczgKvUIyaOd4TdtYOkQsSc2tD2xwdV67AInxKOvGyZvOV2cr0PjKHQHZ3Tjx+MZIDr05QSLIh95HD+ln+grcyYojwsnzhm09WjrWBf05LNc1WmvI2OAMG07sbHGTZhLGh0b6A8H7dRP4Duf8oZfvJaLC1fWawQf/yg/i9Ny9MYXOmnrHcelXeW/+7vp+r86s0Pg/1nkpv0kGT65mcmjJv3h6odddbg5Y/03f9OL8nmDPNpNm7CrucYbbfaoK1vprfeHzz5Ok1EdyKQju4Xd1o7BcHvBga8MT2ll5g72oK8P4JavtLIG6fLZ5StHU1xx89LNg5V3cfd8eVfHyn2wsUXNuTvyJmsey37/q5/90BY2VbpKiZuu0jVoz5dO3AproymscLGAryDfSyVLl58GW8eA7byaFwtiPOnVCgaTrw1t6PCrv7QApzxLAzY8M3StJxh5rJGGet89+R5GTmpPOgP+E5/w+MOfu/nm/CLwtdPQr83kcdXlV88ATJdzuaP1cadLvCaSicfq3daaSdbbFgZqh87ynmDOneRszoWXTtp5EQ1214sN9ZcG3EUDneEJyumtTLzjS9NJwMuOUXeNxGDKe6C5g1h57p1mfBO56g1N6wocH7j01+mVVw/lwt1ptEHKBJLXvi/Om3B4GYSjo4WASdfEZXC4L4Oyw5QPy8By2eUZtHIQ9pZbbzn80ac/cfjDj34435DID11GD3dQd9zpVctsEUe2CcfAROQlXrnMP3rVL3wmzQb4wu7H+ot/+UIZe/zchXD1NVdn8st5kxyg9a0Y+jvrY0S8IAOPH1m+JAPfbbfnE+yRe0cWAyaZS/J6ugHPYoydl8Yer05rC/xIrvqQbn3Rm1/bdsV7mj7o5s2ytE6/5j3f2ohdr/uV1x9+/j+9NouNHPTN49KIOTzt6c+Yj4p98pOfPDwsr4H7cct7056vzveAfC31rnNfij8dbF+v05sU/fbS1zz1plUPseHKK/JJgtTjp/74M4ef+MmfOnw+B4cv9DMYWThcmd0fvyx+p0Vz/OZbMPO6+Az+/G1hpD70UX1SH9dO1l2wRRbYZTnjs97KOoxcPz44uNqPA+MJzkv7dfG79aUMfxdkcefnTHwF1mLscnqGX5pDwoXxS3wQXDtSzkdoZdpODsJE//QZeEnfljNCRiz2XOCtyIsvz02L9plJPj/TYRl057m8Mh+/3XkuNwhJR5uxC+9Lgu8R9V5P6rBX+4J21Ut9a4tzdiNjgR/cvSe/6eWVda93n2OHHZuRlB9fvOphsT19PQshv6h+Qa77Mj7df1Een5+7PYvYLHSzRrkk/eYevotftGFthV4WRJdm3HFOUHtr36Vb21jjiDzp72DapKt9pvTwwODg03TbMDwwttYHpaFX54KOP/jA36/yhrtuXNYOmDw8oThkkN1Yeuepui/Jt6QuNVYk4/MFV+dMmon1vrwYcm36+R1f/MLhyTc87vDyb//Ww6Me+Yg0D2f3DGG5GU8by95U+K8b8/sTu4wBFsiVx1767X26elU3cfUWN81nzZe++ca1Wb7pypbnl/q3Y3P9hQZfviwtGJrWa/No0IvBdp2bLm7rYpg+yD+3Z8f5kixq/qdXP+fw117+dQ9tYUORB1wcfHRylXxAefAFhjQwYr8KF8Pj5F6c1fQew+tVeZXRvHgPlQmO146nIv9bVxsKPsWVJtdbIBelBafawxevTFxp1GN2cEycftX1Bd/w/DSMNNpU9jTC9K3LM/hT1WCN72r4q4Ph77mtgeTynIegt0dY7jAvz6DpWy34tFE1DY+++O361h+7/vUrf9Se+la+F5o2dLD6l5w2/NJVTvP1NThaNGKBznau8Men/Oh12aVXZDKIvfGPLwl7pd4k6G7J127xdcfsECz8dqRICc39h4fnN6Le8c7/evjd3/3dw8Pz+rFf9Xa+xAf7OnDPx+9Cy6c+mEUHOxd4GzQtHkbOsS3WH6N8/ihjJzqPVeDbgVCPcL1a/YWcO5Fmq7MYLJ9FVhY7Fi5zeFkd+0HPxLMAShmfeHMJX7r5Uc9HPuqRs6hkK9n1I1yh+fOl4ffSdpJNm40+eTf643/0ycO/+tc/dvixH/+Jw2c+e8vhls9/4fCMZz7j8Ff+yl/JDszj5gC8AVq7+1J+EfuLX7o1tl6aNz2ui/99z+XeLC5uy2HJGw+vfvV3Hp74xBvml9PHn6m7//P/+seHN/76r+f1bj9a6ve91uNC+rY9SC/9TycdC5vC6etumR/Vt3bDD/qU80D42F3kQ0Hezsb61fLcBATPYtHlBzId3PetpEV3e3yhP+uL9x/fYLR4vGzqlhzyqt/s6tA3Slm84OkR1rm7k3Nol/zkx8dpC96KpDt+/EhH7cQC2Heu8K0f0KrPJWu1MbD6oXBtWNsYf+TOCr0wB+2jU/NukuYRVhZbGWHmez2zk5XFjL5kIfSl22+dR7bah8VR+5UdNbrqN1oL2dWterRNiRtaJnbRZW+j8trGDiuesqbF+pcg3UuePPmzAfx8Yw9Yx7udbte/abhtZyMz/rTT6e1BbfKa3EBdkHZi3B710rae/KQnHr7xRS/M7vzTc3bs0rTF20e/+Tpu2s8uk9a91gJ69fezurONzvRR1sBvu/8KL4549D76R96182n5Hrc+KhO+UN3xaFllVBf6gAnoesmDw3OVrvVc3vAebHhYbmq+5zu+/vBdWdTck0X+0vZBctkdMOkoGYtHWfkqfBYPfIw8Gr2LPdvAW4ZHnYC+PFourhy8d5yz+V03PHeHywviNpTKnoJjWSuBnJPyNpqRD5seOmIqNxc8sgxAN9100+Fb8iNozhbg5eNZ5Fm4mAyrs85k8BOD4aEHrI8+XTCTGvorMwm6k2xHra70E6on3F332s7epcfaoSBPwK87YQY0ebzEdJFWTueWgVV/POT3S1nhk9j+wOuCxALFYM8vdoTWD8mxZ11+msLhawsPh7MNtg6s+n6IwUFY+XszqX4xb/o8Oj9q+IXDz/zMvzu85/ffkw/yPXEmEW+p+SDfzTc/a3h9Kr+ZZAAn5/7ht74iOwzzp+2CHfw2dXIsrD/5gr/g+nFFOloY+SqtOlfG3+fuOh3M3fnM21qh4f/1yEqdL3vRPPzh180iTvpcBsfulPXxDZ4NdHOdL/Bz60/cxy/S/E7+e9/73sMP//APH37yJ39yJkyPlF75ylfON5m8qtq7XnXPJu3Aj0Z+/vO3jNwbb7zx8H3f932HZz/72fNhRHi+KPxD/8sPHX7hF35hfA/GBhff8RHd6tez7WbPLxtOraMz/dX58v3yhf62fvndrpzFjseoxhP90QJAHRp8+9mE1W7WzokbCX3A3a+vW68F/Z1ZfFhE0EHQ9uy4mOTUAfn8o+9flR0SunXxeU2+ESQPR7jtti9O25Zei/LT3eBlz+nEzi/L7tObCXQC36kHbe9cFk7kCeQoE5OrjbWdwaGvdppee9KPV19Gm9/uyuTt0o59vZvd8h6xC+0PrTMweu+Bzm2LyuTVt7jp9h1xx5KdF5hLeeGVU1oydj2qAxlwXeXPF/iJy1NcnRpX7+pUGerWeA3Pyx93ZndVH/DFYXye85znHL79277tcEM+/tkFM33gV8fysvM6sNH/y8dodMr3/g3GnvLYY2UN5NF9x22ZWHl9IyajeeX1V31fX+04expNA3jp6+/dfuVjd+LyED/U8Ddf8XWHb33W9YcPfPjj+SbZhx7a695nFaiSVYpBlK4jCo8nJ0l9Ru5BR8OHEwW08pXVfGkqEx+OayjfxuDS9CmsPMGE5qWLIy3UBvBe8KV9R6VVAeZNkpYlm5DFQP7CNXgaWP3Y35971s2Hl7zkxYdf/uXXz8Dvzu2+rPT9oN6yczXmDsCek9/t/EIGZ4Ns9RgJ8Zfvg+yBDm00+MEX9hic3wxOLmFvwHj0msL8KT24IC/dTrfXg/LiicnbdSKr9OQXF8xAbFICs9DoItAdrTvkToImkHZG8izwDDpg+KN3d2xg9rEsrzT/k3/yTw7/4B/8g1lgfuxjH5tJyATs5y98RJGO1+a3i7y9cEsGc7T4rXpZ9V69xcKel4ZPf/6w8DCBfe6Wz8SWqwd/Jr7jdj58vLWP6k4m/Q2W9Fk2Hua3rnwnxqNJE7af7RAv/U51QVOd8G66Mb/AcSknS//jd5OvNB1+9Ed/ND9B8YnDD/7gDx5e/vJXzuRnYnvb29+a7zJ9Mv49fQymrXrF1aLxe7/3bwX/FeFzz9TfW97ylsM//af/9PD7v/++HEbOQvjC0/Nq/EMv/qo+nETH6i4vLVRv5exGa3HEBsFhejszzfv5Bu0LDnx1Ut7s1bfsAprwBXLg3ZHdqGuvfcS0DwtNCxxtcXZW08Zu+2J2qrJoENhgMUQ3P3zocVDlsEvgU5dAF3o7gK2OawvZeCjbg3JBrOxsnn2+rI1W36Cn+iOnu1nk4C/fxTAf3XufRbgzdHlEFh941HRhfhZm6XhhfHBd3ubxyOue0F05NjiIzx/4VZfqLKbHHsCqtxiduKHljdHjW3vpWXzxLrNwdVa4dOufjPJqvMs9X5r81gUavE50Oi5ELMz5a9Xp/eNTvvfdpxe+8IWHG7O4j+BpS3xfPfGlnzyeAz9OItLapFBd4biE6gBPuTD0k1o0x+QD6qa8djp44GDl0fLW615P5dG4eqGBJxR/51NeYKUpvvz50sPsQf757Ht/7fDv3n/pnKXUsk5XBA+CEeMaamjjdmiGNLSsdDV8x9F4lDPU1TLxnsazfKSVlb+8sMOaLg/ObFoDK35hYvLhCXX8Xk7e4EVnwRavweXuDPrsyByV4A+8VHruvPHr6v36668/vPRbXnr4/dwZ35YP+dkmt+p3+JL/PMZak7Y7eAuo8Mxjgrttd8atzonoAHRYupwudtqhxa7qTaPaUv+SRa9ecOCDkw8uXzmlh0cum/mwHbWylQtwhPIQ44nPsnMtAsDL65nPfGY+w/+KWYi4Q8T7KU95yuRNugYTctj/jGc84/ADP/ADc5dq8LgrC8ff+73fPfzWm998+Nxn10BvkPfo6bq8oeNQ32tf+4vR53D4/u//24fnPf95cxj3a7/2aw9//+///cP73v+++bXrm2/+usP/91/ecvjX//rfzERBN/J2n9aHtU9cf8E1odEdrZ7w9Kc//fCqV70qC6obB26H4/mR706dn0w2JhMybrjhSYfv/u7vOT5e6Fmpew//9//9/xw+f8sXcgYiH4C89QuhdeDcmZCcV8njhWlrecjAn4K4erYu6CTQVdoATV+7YpWPziBt0fRzP/dz83FJPxb6na/6zsOP/Mi/Ovz7//Czhze/+bcOztz49o1dKT/w903f9M3zaus3fuM3jmwLx1/6pddm5+en5jHgLJoySdopYa+Lf9rW2E52r1E0f+TpSmehtkgrM7mghSPti9/q3Dd4vuu7/trhyU954sDdWDwxb6jQw2LGopcuFsQWz3/pL/3FPD54ZvTKpHWHxdCd0f91+amId5Ean98Wv1xyeNYzvy64/138lp0cH4AMjxe96EUpy7ma7ODwHR2dFdJG/97f+3vjY7Yq85Xn173udeHnMd7lozd8fYIdgjzbamv7nnwvMGk8LVgsZtDoN/oJ2S9/+b6E9PkAAEAASURBVMvH5vpQnX7913/97P45g+QNTo8P9Z8nPenG/Cjs3zy88hWvmgXoXTmsDv8Nv/qfD29961vHBxY+ZHr0IsZ3D/LqqX1BvjjVV1nTtQVObcdvh5f/WXk7b75t+yhvdGdh5dsYDj477+qrTDiLG4qpM7z5zfea0puAD899bo4a5A1Y5+nuSD2w6fKU+yX71n95DvPjn8rHTzuuPeACncDYRm5tFxdWPHH5Fa9luy3n803xS19epROXF9vgN9+y0jbf+mhevOPs6WH2EP78wP/6v80425XJQ1rYUJRBVfSsYecrgzPPeBOfdR5+rsGJ0XUEPGkHCiPsxIl1jIppGm0rXBqtsFdey6tfHQqv6Z1fdSqv4sA/X0gXnsZtglm7LWyK7lRJZAC1dW0geVKewz7nOV8/E4NBWCO5KJOT2GArrDMeyzcWNs7wxOSxzWDGHgN5bv7HT/Ub2uEXXnAKr21icLEyA6pOs8PB6i/86oOm4TZNloAXGkH5foHhUV103qZbJjbJmuxNPq7q+R//w8/nTYOr54Ny4Ty8TIzzWCoHPC/NXfpdl/sS7lX5wFUm+Wyv2ybmwysDu/32fJMld5xXX3XN4Vdf/8a81vzeebziF9hvvvnmw/WPeOThWTdflhX/5w/vzc7C29/+u9SZwA4LFfp3cGFzfVA7lU99JHY33rv1+viKHEw1cPEtGz/84Q8fPvrRj8zEvvDXpKj94OnnCFoHs9uX7W/y3TlrXx7D1d8UNVF7fFW9Wmc7Dphy+uPVRQGdii92wQF3Nultb3vb4ef/488fXvnnX3l42tc+LQuYl2YH6Y/TVu+ZnRoTKxqy3vSmNw3+b//2b2cSf2sWCLfP5OpxVJbNs6Chr4UUH9HHAlS69ioXlLm6sKmOfCotbkCr/YBblFg02Km78sqrJ23RcVseTb7mNb84kz9ciyq/GTZnhvKxwmuvuW52XR52te9ROadj8Na21X1ef7/i0nxJ9jHrm1TTr9XDl+b34N73vveNDVdc7jHp2iUi3zkw/dWCQ5utjvxLR3q33bRP1JfNsxGs/pCXVk4W/5ABxq9ivPUh8smAqz79hMYv//IvzxmpCy+yu2inJo+scjD/C1+4dXYC0XrccksW0tLOQ0WDWejYqTOWkSHQy7UHsoRdZ2l6NEjj4YJfPoWVZ/OlK+/mSy8vfZZOHlwg0wUmVgfFPxu3rPh8p4+R337jZtUbrXflxY8nZrfSj+o+6nGPPdydBaF5az7rEFm8s8uuTpVJt8JqQ+0sjjpuGXz84Oww8AbwluEBXwBrDF7+xVWGL3h5gBUXH76pbGUCOB3hdTzZ6cu/8sof7Z6Wf7Chre8kvuPu7Js+iPCu3/u9w/O+/qlDUUWrPMMoWCXFDYWVpmXjHDTHStidD6d0Z3l3oMO/lSBdmtJVnrKG4igT8N7lgrfiilv58MtzGmtw4ZTHvP7X9YzdmjTpxSOLiblZTqXnLjtUh/e+592z3e9u6IJMxrenc8zpQ1ThaYFjIWTANyG6I7wrb/KYrO0+kHlHOpC3GAzQGlMbv8FznyjwozcaMZ/BZSc6gyMegvzZhnli32Zr+ZClvJMUngKeAt0rTx5dL3ll5KFH41CvHYTCDSJk0Be8j6b4wWMZhzN99M1BWGdG+MwumO3zU7v358d8m92wDNwWi87gmBRMUPBNwBY4zsXQna6deOgLh27ggrh+hccWCxePByxY+OPW274wk6G3duA/8pGPHHke7eAl+CXg+oC9JhuTodesD/kpCPqZYJ0Xced8u7ejokLUGXh15UMy6EEvfqvO4l50hUc+HDoL1QE9PbqTY4fBAubJT37i4bEZvB+Xix3xwOxm8JudqI985COzYLdrYBGGj8lQX9AH+ERbm0VF/N62A6+6NVYmyNO11w5DJ7BD+6CzND9YSLANHf+YrO1S0JO92pBJ2sLRoyW+tgC6I4e06UtvfPZFw0z0kQFOlsejfvz2tuzoWMjck4PDcD6Tz+dbWAhtF2jYzR7tgl5g7Kze9BWUNd79UR+wEQ/0aNRN22nrHaw4bICLnn52bJzxY6OXP3xQUbmzQdqAx1NoPvPHn5v42vyu2GdzoPyaLP7QkUUHofUjDSZfv9Ol9ais5XAKR0dPdVlYeTamN1p4YAJ9hfJCKw0PfvOrDa4FsrRytHxe/uWJH9q9P5XnLGwiWhvC4974wHh1xZWXHb7lJd9y+N6/9T2H63KQXj/1+YhzaVd8uPy7dlx2v9UmMgU+w9dFZnUDr1/QuITGdN3zTStv/0B/lgdfFre+2mVXvvgrhZZVF3FhO33hLavcxsr/67s/fLg5RwO+2nDBQ1nYPP/ZX6MlzQ5MFa9R51OoBnGcNMcJJ7RJm6CaV4k1vnF5DGH+yBeGn7TQuLA2lCnMn8ooXuF7XhpecZs+iwsuNCbTFrfvWBS2aBaeg2Im0vmRvNxZa/vunH7mZ37m8OGP/NGsae7Lx0M6OOl4JjENUwO00Fm/MbIO9+HtsKDP1ZMNh49rMzvw2gdMgyq+9EODtzRc+eGZQQ2s8AHmDxy0ZJBVeTutMvKUGRzbieXxx5MOQvHg0FkobzFcQRkZAjidU/vzCEDewIEnPB28A5Kt+U7W6OHCgU+2/Dwnz+JC3SjDG/2uL5uVuapHfSrfcjQuoXYaAH1n5Fy+jbPMWbs/5MSjAyuPSy65fGgrQ3lUnFf77XpY6HjkxF/zDZpgk3fHHeswq8kKbe08W3/y9ekIyh91UpqmKx/v2iFtsfilL+ZMT3YcPWZpe8FL+aJfg+c63O1Rqsn7kEUY/Z0Z0tf5aPXfqcsgsKnyyK+u0vwuVPfqWxx0LnB8xPiqW75QV+VPxz6CklaODxnitTOz6tlr/xbL82mB9Eu/lm2y0g93HZZu6+Cx+g7S6KNdrLI1gddWsOWr5QO8ild487URTvGaViagcQlnZRZH/4Ajz2bp+azButsaWnyxvMh3cZLWf2f3MHVm3PJbZ2shuN6kwwde48oStz3wu0CetLLqIY1eaFq+tGACWK8B5E95gJMvSLce0fK3GL+9HF7pxcJuAxoXGFpX01O/WQiS40C/L8Y74/iq/M7a937v9x6e8fSnZ1yKzRncvUDiMSUZeNSG6jiC86f6kKGsulUneVfp6dYgXfrCiifGQ78T8C5P+dJKC/Jnr1Wy/pYvHAGv6lpY9awd8JTBBcNDf2yQL6347e/44J/Jwmbd6lTKg4g9VopGJ86moEA5167wDpdWVgeMo8PLtyTO0u284O/hLK4ysIZWIFnVTVnTjYu/05Z3acWVr6zXzkO6MstzxeQfKzcdwt2dweLe7CZcmmf5z3rWsw6+xHrvr7/p8IlPZqs+r4trAAYickzMZBtkMl6mg+isq5HqLL5Zcc6gGzg8Axs9XEIbNf3wM/m1zEBDFng7MLx25OLVXvzqB4OGi7zSoMOveDsdGH5wBWXNt8HjvQ9GcOGA2WFxwBbdGiyXnsoEcW2QR9fFyy4LHr54kMcf/lVvsQsveNUNz9oDzu69g7Ycz9Is3y9c8KgevmuQ6wSUFjl6WGzFuyMXLzzYcGkmSu3Fbt2aUNcbdNMY7ICMT1e7p1cDXeXFQuPiiOm06Bdd6xIu+4Xdj3bC6JEDX+G9dlpKj1f9r62uSVFdne4QjMzwXn1g9SN2kseXyvHbQ2HVv3Fxll9PB86Ws4X/m7fA4rPFf73Rh4d2BY6PsB6z6EvRLyRuVOiQahpb+gOZ2hHeykZGyo3X+OMFXh/i2/akntlc/1Ru/VCehe/+KF/8Wl770BeOxsV+eGTxLx3kT+p52tsaE9ejc3Wy/HBq33jHMnTaHx6rL9Zfq+3gS5edPx/UP8oW7Zrc6AdW/ekOVnx5ZbVlz0tXXnHA0O7w8sKj5eLm64/qAV9oXnzqB/V8nKPcoKZfwvcI9Wue+tTDy172ssONT7lx5Ke2I2P13/KqbdUJfA87fC8DR1s+u36lYXNtKm3xxcUT96qf5Heepdt1A6v+4NWH/0rfuHjVBxy9AF9oXlp5aeX/rMJDWtiM0keFuaXK1xjKnVW2OBwq/YAL/rHywOEIHFC8AWx/wHeH11mFtaPLS8NvaKUqK5+9vPDii9lW3VVQ5YCj7eVjeQ77BsCAYdGkr31mbZPzILZbHTa+63DDk7xK+/L5QNkvv/6Nucv0HH8dqiTPQOhulw3OAug0Hl/I02EOFh/9VRuqv7wBzZ2rwQ0/gx396S22gBJ3wofXzmwAxMuFVhDDqfzWOVlgzcPpAEoHPMCUd8IhGw55cBrgwqtP16B7umVst6J3zQuXqw3aS9eQJs/WLuJMMmsgSsnook76OjU58MXwLvbhuOyEOQslz+b6AE5tBBPqG37c8/AGJ2g+sOgubj2SWZ18TaqLHm3cN+XL7nDK1+RG3uhhYlKuLaa95Z+7weQiX3tcE08whgZd9aoeYPRpDL6XjfI4Hn1Pp/KQJtcB9wuYkgVaWl9MSrtgX3jfmwW2u9f5pe6Ro93wd8rT9vG6J7bQoXqANd3203Jl1RVsx6Vr8ZbsNbFLu+Au27RbNsMfqslrI4I20Mlcfr11iB6B9hAdgut7SF61yFSXCyNyUOC/mK92uvrWKh8ESKOr2IJ6twmMrntgl1C7+KVtq/WlfPcHeG2uD9p/W9b6VA6mvpaeyxmp3jwyie0R75sr2tgybZXjj1ado5fe9VDuaj3CcbWeWoelQytde1vefGWc5YEOTvHkhdrXssqvXsWHV9zioIcHp/rJCw+Qn7xH31flcSo7H53H2P9DvvHkbI1v/ngzdrrE1GEX0sNm+EiRXRmr5IF/qz/5ZMPd8ZuvrvJ0EXZaeTyU7zYUD7w2gglgjZXhh1aQbpCuHWh6DW7KHJ6eNnSUjVcvj+VCcKIT2tpZ/l9t/JAWNjX+rPA6FXx3Anz53bktZ2zLwZrGQ9olnK+ssJbL71dplddxLSdXqDxwYSomsbzGIi5O9d/5Vv/GBgP/1uCH43EySeMweeNpwNEoTOyXZsfgyTc+5fDC/AL4hz78scO73vGu+Yw9ufOYJB1l8LIVzBVeDUdbvfr59vsNSMfG0zJ6gllICGRbXICzpQso+HgadKsbfHDXzrd8xA34lSe+eIkrv74RK+siSizwi/RZf6MXokL48eOyZy1Cpmjo+Ad95bSe3FXxIT7k8p0gb4EBrzS1k5xIHHzilReHb6rjLk+5UH541XawCWD51+zSQUltVKfxWdAX5NhuHAbOBHTBRc3TLnbQjTlZ0PHPsmct4GuLuL4gT34kJk3nE90CrI2DcPyjHB3fCcjx4IM5GJm0fK/Fz7c91rkktPRc38pxVmXpUD0aH8WNrKbLszjny9emkTP6LfuKu+pFXSyu4Cu9dD5CJyqNzFromJBjP1/rW3iw37/UybJp+aM80a70USDAMVTX+rz5xnRd+p32JaSFK9tplZVWrAxO4WAtL4/iwQGTT5NOqD9Ck/bvQ5ja01owLxthqcwlI/admMinK0OHPT0UKatdZGpLxam+4uKgOQtHV3hpa1PhjVvefHk3Bt9xzoenHL7+zqY1dqxxyxhyoQ/ARadr8lmIF+ZDfM/PW1DOUtmdtJC3IBZ689W6qVyxq3Yply4e2pbRY/pbcBrAhOopD3/nj5dQ3KZ3vMLglBc66fKC07KzvP5/2u706basuO/8qbo13ZopECBADC7JkjAGCSTmQRQghGyHI/yHOvpPcETLHeHofuFuOxz9osPRbSMjaCYxFDVX52ft873Pqq2nZOtWdd67nlwr85e/zLX2cPaZ9ilH2PwuXKzZ+vzjnCv4YT2+wHg8Osec65L3nch9Xdg0gb04ffZse1HZaM0kNNKELMYev97qGn8x6RU0f8JWC31uOzacfPr4SPawu44vXGMbqbj48q27mq6nPhO1chx51rzn5XBfCX99vvLqK6WvvjqvYrw8H/6dV2J8zfRPPvdfLv/5//rP6wZsNyeA4+ucnjl60JW7A82B50KlC4RqUK98sA4KfhcPsL1Kou54mkt4sXHpawl7r7iwGfPjU0+24vOHUUt5+NRFsyXF0MkRc/P5HWOc5gBXyy4u29F/67bmEx8+LNsgl0/X+LAd+6r6YensaVzEWmSDPcQJ74aP/3AduY4Lpjnp+3e9uHIhJ8grfV7dWRd0HoTmgXWyXOc36zA4uY/8x1rIeeQ41lZNSXOvNlqDwZFf/D6X+Phta759/cO2Ds1x2FdqcW8n5RdD9rF+dj79g/uwh+UjxuSo58DP32V7q/67a7VAtvv88/teq7dqCntdn9nUx6s9xza6kq/16wKazVqog1SX2tn2sXVMxLQd2O1r9o/ePs3XOoirj3PnZcdB46DlzmYfO5ZL3HFMFb/2v7WU84fuQm/6Q7OaV7aO/rG++Isvl7F+vnTzNSbmlU9MPGrNFzYdR+cVOK054rCvxkvzE5jOP+Wj2zbl6InX8s15+OF5Rdddtt2I75/95fcuH/rQh9bn3Nyj7IE5x78xX2SwqPBk516G0x/+6uPSb3xbbL6wtJqLa6123nhg/z4JFxfsbmucv1rkz0d75Yqt/Ux//UTQ+Pb6ipHj3ZT7urAxGRvuXJTi3lI0yDoAjp3dycJ/gmNtjOm7smPucztrkhZqdsAmvHJe40Ytu1w4YHa/vlYs/P5AxK4Vz5/svvp89YvLVt4Vb12020S+OcDWTf3WCcSD9PGZlNfnbY9nnn1u3an1P/2n/3Pd+dVNsOwUvikjh9/C8Bs9U8l1XuZ87NA+1NlJq/qMHdCaCxHz52tnUyKMHPXleXhwCXzzoxtbN8KGn11r28uxtu34qwuejYhp7TtpGeNIbvrHnD0TKi+f3I07eIyPeo+YgxPjwXvM4ah7Wa88O195D67j5V3Y1q31KteR4+ZYkOOo4dhnxBIXJabnmbBnctMbTtvjeNDxoPXovEXpweSo01qZJ25zNSfbwN/lWf0BGNwT9dfURppfc8vWHMytmLbbCpw/zcW4/s7Dlr2+7XvDecy78b4/lCNd7jNfvOH2cdhiYbId8z/W7y2LtDAL6c+a+xpd53LMb7bPPDv3ClrzPdboWCs/d4Fz+Wwjx+baMId/Tl4o7x1f+rDtL+pt/eNvXkeem+1YLDvMWWcLR7cGO2f2+O1T6iDrlYa5WLZ/2qWO+u/tbGtuk9nltGlfcba9Om8u5OWLE0vHpu1e3dXWWsC1/eCKh68P01yKL4aP7P76ONQAG55PbmP76o6Fd64Uox+vujQ3mPS5x+fnczVf/epXL78/9zTy0xlerfEW9uvzOTS44zYBa4e4N4f40ot8/hhXD5t+68AXXp239eE7LzWXnZstKd44+x7TGqWrK2zxNB+dDUYcu/OZmva1zzeJVznhq60cjd+JvnkU+weyHI+xM6kVd+zs61WXmdQ9ua6niSva50EW/roYbGsyMz5+rn0wc8XbS6CzYvcWrUWMu0X4+7S8FpPsi298jmMj1Upr5W2cLt4OyGbswmz90u/MYT3rXotkjnOAj83vO7lV+UPz7ZcX5zdZfFbkjmdjHgjmGfnHP/HxywvffGF8v16fqzl2iuPixyucdybWWwDHN3i8rIf3ODjVabnXzjScq57Brgu6sauTz9tPdjoHtFdvPBuxRmxi3JehHXCfa3xDtdbEOIHHzSYPwWssD5s64NjiXzVfx9l2zqPvgeI48flGBjl4nWiOt/SOWLmdlI/9r9zOwuKLG6bJb3sty73tCzfMq4k9PqR98yyaTbMm5tM8sciv8ZkTnzFhk08NbgXgQeCN+fVrDwg9E7Qd/PCiDzIf9R7704O+hTMPkMc6HRz6OFV6/CqwHMeFjweq2Qz3cg9k1XyszzXuOo98zav6G+9aPkLbzoRedQyfmnZp27Ph+fv0cs6fuMpbDG77EH9rCtM6sGvh8zU+PjNzPGDb9kc5xzZZQdufch+Y2dfm80DkqC3gMZ+Vd/YZD2oruxqmL8GxvY/9pCh49cuxYq91t3Zs+vYda7uO28HC+7q9WHaYmzqPWsTsvNVcPutnm5zz+qyeGzxmF3e8Kmze9kHb9cgxS7eeWK3R/PHhWBhr2nbBUx1qMm4exmpvv5nAt8QZ88VlnIjba9SPR77WDZ6djchp7jjFkPiLry4c+fl6+/5Yg2Pb+AD6s88+fXnP3ADSZ2q++rWvrk3+m1/9cvDuYn2slm+QvbluYHjkjFcN8lRfeiWeP8YwdP3dF765GDcfvDUxMHzmYg3CspcjXS7jYusb35aXv227Y6wn6Rwglm1tg6nH77JNoUiPx7LrXHeORfAO/9zXhY0LGBt8XamvtbheSc5k+6rzcXEyG8m/OeGaYAu4vtq9HlzY7IDz4NcD0hwwc7PdWYg5cVqI6dtgc+13HEfbhOPLdN5pypk/fPZ2ivx0mL3fRi4u/J4PxkWND5Y56HGvD1Y6xpwI5t4Wjd+Y35254ysXc9M958KJnIub4141f/THn557nvz88pOf/vjyNz/44QS/MffmOO4keveunck9N+brhPNgJocb0vlBSAvpoqcPbPlqph3PK0RqWh/OHjZ19oBq05kDP/ya5/iJv+bLb3utbcY3NpwDvnfAwJA15/HhZ8PX+6mdZNiqAV6/dY0n2yK9/jFvt3F3oB7fLBIn56p0eDyoO3H0oNWFwDFHOYj9tnzyrA+Hrnk6IO3H+4PP0d/xYqqPPjiPbaE2WCeS7Efs4Oa/z2kcazTbfuWcb2fNxZrls608VrQGcI6L48Qq7qjNvjJbZXDzYIbz+hkbeHNXk7WuxurgV0s100eO4wGHL0y4/cRVXZ24zBW+fOzidsnPLp6OO1/1sLORuMrFLh/BI0ZtJG62+Nnj1z98x/yPbSzu2GeLgZn/V+zUOhvszTedc2Ze6/w1zsU1dVr3OT8dY8bjPObD5vic23GdxXyqC47sc27efOx065aPPd/OwWaNzGPf/4zFlhvuWI/W+2abHWtgfVV23d+u81i12H/HKc88NVr1seM+Ym8mbUyqv5rZ6y/A/AlrrI+zxiZf23/V4YAZgWVn88QsaY5xsauRrOPsui+KdX6yXho8v6bv5OzF1UfnCeUs23oi6Jfav/SVr1y+8WffmB9cnZ+bmCerD8y3BO/MTrGesEyOB+a8Pifjg8MY11U392zs6m/c/s2+9/m11qU5Gif8HRdsYeIOm4aJtz6dnz7797H6Etjiyttc4ayvsR//NV6PKTMurlzxvVN9Xxc26xdhHfjzb5ZmFXlMagqewpfMtuT3YLsOkvUAdLgO+7GA+ovFhls7x5y0LSj7OI6J20hHvkEdJNe/LfRarG2hsh91HTxCGvO/nfDhg60fH3t9eudb4+LmUccHDMOIcyDZoH4Xat0TYwpYLwd7MJ0DYV7Auzz1zBOXP/38Zy8//NEP1u3c3fTrqaefWKV6YPfAO//XBzTtLE7QvX0kxyvTvOXlytgFyFrLtQ1aS2t77NC+cdWHa9sZ1wE+/jUv859mm/IT28rYvORzwoCttTPjIZ149GFbPwdgnLu99aJ3OS4Wu2g5LmIeeMCHjn1L63i1CZ8yhRbugufo0w6kY7u6aKgGtR9vDx0XOmpsPmrQT/MR8yJ81Wyshua889hvPZa6iBzUYKzfrN1c2KjrkXkVz2+BeWKw9hP7+7VWdcIe85q1XvXNvjX/vGJnq3gFaB0jp3rUVlMfadz67/XrZ9/nLa41yQ535oLrJJaPJq3dbs/Hj6/1DM9/rIcLvWNfYyv3cQzcbJ+48+OxPscaHXpZZp2ax6Fxtl9b2fm3zkfOO2o75lC9xQ4JupGDm795qkFrTPdMNhs/ro4X8cbmSoxtfzZ9a1GOMAs4f2A03BocfvH6fOWL71gX+/uxn7C3VuZcLnbNB4uPY+rY7+Q+YvSOeo/eYd+3GfviWPtv63ag5UnUmMDvvuytHx+8xgavGecT48Inf7o8xezcMD776Ch7c/aLRx6fG6TOzRs/Mj/J8a1vf/Py8fmZDq+sPzR5Hpn7HTk+rZuDfEInah5ar3XgIs1Dvl2qF06rLphq223F7nxwxtnoYvc+W6LfOoXlC0OrZ+flj69ajfXh93Pffn7lgxvQevL9wPUx5Z79yov/3ZD7urCZ5ZtNeF2gKdTJusl5a4Ucby0dG7TFo1usdVAOxfHy/M1B1aId+8ic6GdHmcemtYNZlPWofp15C3sd3tsALRZdP8yu+c6SrdjdH5caa/zs5uPg2U8i9zjWyeDY0dS8YtbfYyexBusuuqPdj+a3fut9l+997y/nt19+tW5P71nFKy97z/L6S8ETy4bLrbyPtyyOOtYBcD0RHheVY5drau5VF7X6cJeTrIubhZs5qJ+P/YHrNrU9F+dQmM/agafP1k5c35qIX5jr2uazLq1R6wUnJnx5Wls4fdKHpGE9CLB7FadvHsC03kKuYWO1rYydLNtuNxcm4o58b32QliefeRpr1ujIfTzYqLkazS9h60Eom/rMg6+56bu4VaOLmps5HPHFqp1vUNdYdZuzuo79PGw1lYNdX/3VyqZvuxB+cUeOY2w+OwdcmNaDP0zcvUoX19vxsxNxeHHGd+bc9ys+2OYZB81XjcYkXv345dT2PBMKMbZDH36YY1+wPUlzl4ek4zy+Rn3Ma+cv315DfTz8cbHvInfnFvnJjndMwOx89Xf7fiGIg++gu9k/xOGG3euJL38+Gj7Z+7fZ4sm3631OrXPb/qj12Ifh8NycC47zi5jq4jfedXF0ffnFFFc9Htce99b8bHaPQb8/PyXyne98e+5b87uLV10PzTnbOcgrNm714RYN1tONVuNXgz5p7o3v5bqeO4rJTmervnOscfOEhysPTejil+H65zY/W5xhw+1jGC08X326mHDlNw4bpvFyvAt/7uvC5lxMk6DvzAPITHVNuAk0+XbC4j2gkyZu4ySLcwbrzo2zEN7GsYmKhYt333HYWkCY3We8C+xtcrYb18KrY8fll1vrYISrnnPtuIb54Fk5Zu2uB8pHPvKRy7/8l/9y/Tjm/za/t+Og3gWnnMdJ9OYkv+eqpvLexBwvTbuowatWGJp4YPIATuLQj6e5lSuMtd7XO3u6+LjEy99bV+eTLjwMTjm7mDNWuxO9C4VzHeLK2YWI8ZHXnBz8x9fbq5cmcOL3Wm9ib3izlVu8Jq5txRcuvuNB8nhAnCz3tj+c+eAQbxwnHReeOGnPtGfL3KtdZ8eIM77JfzMHWNzxtR+wszW3/Gl+2MbxZ2s7ZY8PXpOzeviIXNnDwez9xvDs6frLMH92nL5G0muw/WltbzA3ea2tOJhzjVHwVwMt3bW8ZS8vnzne5DkY+MtxxN/UK2fS+hrD8fUKkGMnexz89VvbvRb+Y3zkh4EnfI31k3jaR7PjKXbv82evX03FZhdXg9lbNdDxqaV6wvLvGHytjTzwO6Zam88e68saj82rNJ5APf30k+vHLb8+n6t5/In56ZN5+1+M+F7Zsq9YvvURirGT+OvLr1b22yRfcyyu+aXF16q5XDv3Pt/dHm+xey3VkC/eaqJb93zxheFP2LQ9v37j+vK9W3JfFzZvl9ymciOyCu4ZhgPSzqWZILtmIk2KvfG+aHJ5tu3tj8V72mHibcfcFxG+BaX/R0Vci1xcvDiqrwOGD37N18bZ8sLj6yCoJvYlU9a419tJ7pflgRjGBwaff/75ywvzYeKf/Pinl//6X77/lmf7MMd6vvXtHnWoh1/b55G9WsOwkx279+HaUc3DKzxszRtWvwZDjFur+rCdoMsf1wqaP3tMtn1/wb83ePyJHHGWi3/PBxumuJ0jm/hwcqqDsLVG+tnocurHCaPO3u5gP69bF2HiSLxhd1uxbI4PGPyE1sSzayRdLWxh9n552Uhx9flb43Iu4PVPOauD2dqx7/n4W8OdZ88nVowWR/7WgG+PF7NLOfbc1QIXT9t6t8HVxOeLU172mvF1uRd2/1N82OYRfzrc2V8cTrWqYbe1BuytFdt5Xvy1YvY66+OIS55jbjcPUtVJq7WxuPuR5nuu18WbOpzvaKKW+sbnJ2J8+MKpqTodw/v6wIYXk8/vbM37+vPbWU9evjbfgPr2C9+6/PYHPnh5aX40dFb+8sh8+WO2/Dzpnr8OvVmH19/0GIf/+A0xvPK2Nvibp7pJdYUTcxYx/NVpjdoe9D6/cu3cxccr5u0kLK39ffJ2fvzVUc3NL94wzevvy/MP9d3XhY3CKrqJrWJn4fvwaoV0QXKeFH+2M5eF0PKvt6uuhCv39M8bBnZfwPxs+tV5pVmqvLsNDl4cgVk5ze3Ks9uKXfx2giuOnW1vb8FeB6sGtc+rJK/P203ejnBA/e3f/nJd3Pj16T//zncu//pf/0/rhwUdwHZi9dHrFvfzvF9t1Xeud38wbm5e8ZDbmIjByeYEQhuz7yeadQAN3il+fYbnulbVI64562vi+Uk54gzDp87mYBzPXht7B/FtHMXgJTRb/fjZm1/8dNz7uuwc/Hz54w2Doz5dy17+xuKrY+fl1zoJ42m+8Fq5V2f+wFcX/NkvJjvcziOWlJe/C61iwsQLwxcPXQ3VcY7ZucKzxVX+cHLxsZcnPLvtsQsc/x7Pny1+mlSnPts+1q9G/vbjcpYjHXdjMeXVT8Kl2eUJy57U54Mh+uztD2zG1a4PY6yFZ28Ndx590lzhtR0rNgx7ubOXo1hY/XQ1Nc5nnI/GnY9mq+2x+Tpe94ueOGkivm1m3LzMgcSf9kUKb8E/+eTjcwy8cvnExz9++fa3X7j8wR/843kF3Y+jzis589MiXn21LFbmDbfw8DnJmbLNdPh4Dolb3dWej+YnZ59xa2Jb7rjG/Ox0HPHQCUxjffG3SRi6do5lZyO7rl/N+bM3puNO7xj+dyL3dWGjkEQxTcJFzFS7Xlmw09iZJAjjJeqEv4ng2zdK+CZs16kvc/0OWrGauDjlCVef5mc/Y/lIPrpxBwCbnD2DKCcc+/rQ7rUO2PzlKne8adjX56XNOfzWA5mv/7q4cbB6YPvCF74wv5j8/cu//bf/y3zY93gJ1Nrid3fdfhjRAxGu8lUXDljzyN8c5CLxdbfj/GKKW/mGaxLcOyg6OORca7AdfHjl0/hgsum3Pnww+8mnOqsL1k9L0PYja9PnVdjIzh83W7lgzEU+vOXl1xdTvbDGcRvDyEvEhK3WcvLvPmMiRl6+xmyJeZkTf7Xx2RbGe85iytM4vmrhLy+Np+1Jh+M7x/IXky8++5RaCRuBibtx+DALeMXKnT0cjnLB7usQll2/GONisrMl+9qpr/2seGPxxVaXOGvP59hqPfj1+auPrQZL4hdffdXUOF1OMfrZ4cuhn685sMGyJ/r87avFpOHkScolRi5CZ29d9tpwNd65wsa9j/VxxhumcT51wDbv3m7mNyc+0jzZq4e9nOLDtx1tN1jCJ1djNmOtJ36f+fSnL3/5ve9dfvcTn1jvRvhmo3zHT6SoY47fGVPz0s18Fuem9oW71qqvkdZ4DeZP86HD7Da45hSGbi47944rLn/rmZ0mxRyj4y+bddHE0WxniZuvPoz13ve/ePYa4MpdPNu7Ifd1YWMCeyH6ZBU5i9DYJDR4YnL6TS6O8OEWP75pyzadxT150vh2/IrZFn737di9X142/TiKzd8Yzk7f2Hx2yZ5tH8fPZodMjNeHh30A7fie++WleRvqsce8XedXiV++PDu/IvuV+Yrhf/2vfz2v5Pxive9rDf16dTucnYhNfQRv6x2mGjwouWeKE7A+LB9cYzWyxefkgp/waWHXHK75Wh+283YWW400DLyGbz/RyF2DDS8mbFxssIQ2D0Jr+eHfbswuFjd8ODGETz+/ubPB7g12z7ePcTrgaSI+Xrbmw7b7bSec1aIPD0eriY89KUe1VHexjctrbDs0xldtbdNscbOfa22811FdfJp4tuw7L1vj8MbVkI0OVz2tWdw0HB1mj4ff89n/+LPT1mXXe3zcOAhdrnzscap3x1QTu0b44fnoYmn7QdsIVp+UkybZW7O4wsHI1zbHXV4+fc0+TqoPToxx+Nancbmqmz0brtvG2WkiVgwp327DQdh2u3qLq2a4jtW9j1csn+3ufIiX/e4zz8z9vB6+fPD977t86Uufv3z5i386t9V4fD5X89Ll7uPzO36zHV57Y86dDzoH2G7XfWZd5NzUhZ/g1W+tlnH703zCwe627OZE8rd9+dsm/NbAGE4j6X1bZG/NyrkCrn/KVXw+2Oriq5kjPr72w3hpvvLh0i9H8yvHO9H3dWHTJNMKqDg7iWLtME2cf59kffZd4NcijB7C9VVjn430bZ7rvrPDD+zV0qLc49iQuw2uxQRRd/NoDoXucfptEBsvHth8Oy97vPq7iOW7dyDO9B6dbzz5jA1uzxbcPOv4Cu/x3vLHPvaxubj58lzY/O3lZz/76b2LElzuTkxr1rZnjOoxxqlVDw1rW6md6BO5YXvlQLwGz/bytG6Nfa/+iauPD1YOrbWhNTgP7mqEU6MmJ5s+jFg1xcVfDn1ceNQGB0/YSbw0Wzxi8MhFi+eHg9GMNXmqIRwtVzXAJdlgCM7qMq6GuHCLgYmHFkf0xcAVw7Zj+Zsjnj0fDnFytE94VQiePe1VOhIPvLbXG0/8agovlr1xdaizutnwxcmXLb3b4qQJn0bi0C+XPgmza9u5+PA4iJrbBmxwzUO/7R+WrbWB06o/bnOuXx5jsTRp/ZsLvdv2uHKIC7/XyK4mIgdMLRw/n8amxSWuuvQJ3D4P431OceGoTxdLw5dLf8eGKzZ8NcHziSfZ1cRu3HYLu68fG+l4d+7i19p+9guvjP/6179eeWDhHpmveT8xFzB/8effvXz1S1+83H3yibm32uR8ZY7XucPw9NZjkhpmkusnTWbFpj//5yWdVbP+tYbWpTnwV7Ma69P12YvTJ8XB6K88YzfG3XrtHOJWnVv8zrv3YUnxxZ0x+a1fc2KrsfGRYvO1/eKA0d/1GrzDP+/owuac24TauUxIY6vf5JpskwkH28Zie3Pa7ALrq3ZNvpyN4Xe+4ml8ZPe/XT88vxZ/Gk8nB7zszS3NVn79xuVMV1MYB4Ur/zfWN1yOHXF9YNr85yuEr88N/R6eB6RvfvPPhF7+zb/5N5cf/OAH6y7C7uFiJ3KbbyfhHnDgejCTF0Zt5kAcwA5kNYix3VzUEAf6U089tbA+xCyejz5+vdZ9V47YThKtDS79TijWppy4cbRe+qR18qC7cgxHa2PcwRC2fWwFzx/z0uKjiy+G3rcNjDWBsxZ8eDVzaO2Ky0+bDwwpT7kb8+11iOErXn8Xa9I8+Yqlyw0fP7w+XvMQq59959/j8dXwiSHZyr3Xok/wxAu/i3HbNQxdf8eyVSd7GPpcB3954w+T3muNO34Y/nOsNSPs5/mJSfjkLxd7fbn2Vp24rat9RINny15tMOLjx228599t4vnCVAe+8uSvLj55wrIby4lPXHXLRWDFOQbiYYeriSPnmtjEn6X87DunPsHbusBmX86rP958e93ONwRHPLZd27Z+dbRdXdQ7dzoHeNXGXYW9vf/Hf/zHlxe+9c25b82HFHx51cW/V2f8Ov16y2nmqHa1Tnf9ftsy3TxIq7N8ajvX3zz46odvDuz6xFrHGZ5d31qQsOHKyVcMvbfdp58Um85Os5Uje+N8xrsYNy+YnVe/Oewx99t/Vy9sFF7bCzeZfRL7hPX5HCj6JtedbdmXbfRZ4ufH3wbtoM1uBz7nD7svJHycNGHbpTG998OH3cfhslULO9uyT7rjXiST07/lGzZlWINRvl7oYuNP55dk+f/qr/5qrRm+n/705+tCwhqa/36y0bcGYmrmLa5mrA5Y4iQhBheMfj7b5rXhImtbjY/gTuD59saHq+1cLcZy88HvPGJaoz5XA0fo+Jove7x8+nHq46KLzZedL47mUL0wxJoQOeM0rk97QBBf7dVibB49YMjfuoqTKzEmaXnrs8ed3m314fkbr878UQ87vfvC0+Wim3PzKB5HuPLsfIv8+ifO1tx452GPP464+YhxedLxqTEbnV2/3DtfnLbFvv/Ic64jvjMXDjaS1j/nyx/PjtEnxe9z3O35d1vrx1YtcM2zOtjsj0SMtYI3b/qc0zh7HGLZatVjrI+XwJP89N6HC7vj2n74dnv5qgOXfpzZV9D8ebtxdRZrPbRf/epX63zn4sZ5z8XN7/7u717+1b/6V5cPf+i3Ly/NzyW8MTfR9PnRtZ/IPVcyqw5zVs+cqNfPm8yuML1VgznKJW85q7HaG+8aNtFvvfS7eHu7eJhamFXnxhl3Gj5sNlre7DBtl+YVb/l2nuJ2Pv3sxWYz3m3nuPsZv6sXNorrJNiOVFEmTpoATbK3QBaOrIWcmHXnXAfP/LtNxHlAeEvcAPc6ylG88XmHE1/N4cOJ221qX/WNfZ8P23nDN89weHZb3Ozzf17KPGYKs2LmY/brwW8OJm9DPfe+912++MUvrs/XGP/4xz+eeyw8veZbzF5b60BrHlg7yVk3WOP8OBxAjTvpt76PzoE/dwW8vDZcfPhg2wa4qkNM61pO+VpLc4+XvQd2/XCwMNUhhmQvPhvNdqznfCVz6tNXY5wwhE2tahNTfr615qPF8MHFyS+mMc0fNrwxKYd+tYUplib7OFu5aY0Uv493fLnZ4hTTnLPjikM/LJs+nrB0Ur/YXe8+dq15tx8Y4+aD3/PsXMVXd/jqMMaV7FzF5qsGmGrMt+v8cZ3XMv8eU19Otcqlb77Vwd6Yf69bfLj6tFzse859nL+15Euab7yw5WXTb933uOLzlTsdLxxbEr84jZRbTDnyxbfbrc8ZG976iYEPU6xjV18LD9uFKxtfOTufOHfickHjvPfce9+7ftzyH8/N+Fys+Lq3+9h4xXz2mjlHzNvlcxO+SWJyM8Op55josRZz/h7CxbnXKr88RD+fcf1qY2se6TD56F32ucESNm2XcLttz5s9jtaSfefLXywdFu48x3h3vXO0Nrv/nfTv68LmvFgVoNAmtS8Cv8JNdu0K24IXY0db/cGuGxzZcfAJnu3EV2NK5OlkWc5s8G8nfC1+fTXGwaYfR2OYTk64YUgcdBsprjCN9zwTuA6Yxa/cacft2/E6gI8HZLW68zDcM/PhNhc3vor4P//Vv1234vdr4HgfmoPTZ5KcBLx91LeeqksNuPhJBzi/RvKbZycaL9U6eRjzD8HC4wvDjqMTkHpaC5jWAWbv7+PsK8fUIieOMPGU18moGBjYYrPvHDDG8Zl/dbNp7YvlZWtdaON9jsZxnHF86qgmnMbV1jhc/Ma7mLfGLqb88dDFVAsNq+Ur385dPfTub63lYm9fiW+Pw2dM4JPyNg7TerDDsFd32Hz599hqoMUVm731YW976u/+fM1Tnprc9vlqWJ35k79aGqfZm//OK55dTgKf1BerNc6fZuc3h12Mi03vmNYiXuuhqWWvKc5qqFZc8eGoDrrcYs++/PHCWhMtLL3n05c3e7FhygcTbs+THd5FSHg5+ZrvUceD85Xup+YV75+ufB/+8Icvn//85y9f//rXZ318DvDFOYf6YdrZVlP7a+u32+ZYn4sc4o7Dk2bkOFdTPk7gX7XxVp9aiNxvJzBiWwc48W8n+zrtMfDG8RWPuzr4w+06bP58e67mxJc9PF2L6+202NrbYe7H/o4ubNZyb4veZNYE29YzSYW3odcrMFdbBVtoMevr4rMT+XyJGJJeHyC+BrRhDMuJv3Ebr1gY/XR2PPq7L8wimz9h6eqESdjLzbbH6++tfLttqppnBnb4me/M4biL5cG+5jn8DtDXX/NS5HxYa06ODk4fJn7ooW9OTW9e/uN//E/rJVW/Hv7o9RWK1+ZDbg/eOU7qLnBcAHhAdydNN4l7aT7h36s3HezqIp7l6LfNHIhOhHALazx16RN14panderBZM1hMPs6wvIXy1cOvvUTD+OUv7WtxmLwViOMMcxulwMfeznEx8mPQwxbr+5Ua7zlZM9XnNhscOZhHcrJFz+/cXPNR+PLb5ztbDcuDl6NYYqvJppPvmLURYph3zn4y5EdRmNvTeJmqy3i6x/4hD/BHy9b3K0RbLHNw9gcNP59beONK73zsJWTDrM6259qYRIvX3jjOOGq7eyHITuXPjusYysxDk9rsHGG2zFsxcWrlta1mLTYjv3WuP0eZs/buFj8hC6XsZh9n8oXF8x5fbLBxMdGGsdDi999e5+/NYjPHNt32fg9EZxqV709AcJr/o51GFxetXnuuecun/3sZ+d+Nd+an7T5rYmZOThvDIPzqM8WTqVzI9V54jj7xZHLusx8oOb/+uzN8MPHre5qZJO//Zf9LDDstdYRLs5znHHr1XbJ1pruMWHy4d79xoRtt+sXQ8u5+8VU/+6DMW7+cdyWg+3dkPu6sPEjfDOj2WVGRhM3J9JdD0qzkZvgGNZiwBw375uOEHvM6CN6/jrfWCiuudnRBK24BRti2oKcF2XM92z5aNKGWIP5k3/fGPXzFav+24T/to0WNh/e2/KHw7PaGOh14XZ9G2rdJn8udo6XQvlmeeYif/2C9fTd3fKNeYn0t9///ssX//RPLq/85qV5L/hXl58O0AH8q1//Zt1nwY+2+VCyz8Xcq2UORL9L9dp8wv+RJxzcHiiOE+8jj/gA3nHPDnXyHbfsPx6wcfdq0hu2yTQHqWbe7bz7A4KTSHOdzjohHtw3DzD8YtS4eJxQ8K0abk7+4mBh5CS2UwdMNbT2xvpqIJ3cxLKLc+GTqIHw81VP+t48BhMWjj08e751kTY18OMg5YOvXnYxcTQ39rjpva7WVUw4GK1503jLDcu/SznjSMOpVXx1xk9Xiz7+veEsjh0mjvjLG2d81bbz7uvBX676OzcfbpLmLx+Nm1RX/HBsaifF6xeDn1QD+7mFWcArVh9fOWDE0dXWPG7LGzaNrxrO+fKFbVuw79zNG263G2u7VOPb5dxz4S0ePr76u78cxYfNbk2IOTRPWj3NC8a4tY3jzlxgwN6Zt5I8mdOuL7Ysu2PoobnFxvvmQuYP//D3L1+Yr3X/o+c/dvn1i7+43J1zoSeSs+de3py7CD/4kMem2a+mjtfnlbx5WFsXMLNn2BDjm/3COqrtWt9xF/5jO1Vb82ktmqeaiXlUf5h8NNvbCZ8WR9jijOOKYx+HP/v2uDO+mLRYmB3XeN/fymE9xNayv1N9Xxc26/ebZgOst4zm1ZWZhZ/mOy5upqI27roascGvJ4zj955mV/GgZDLzz4OuX6Jek18POAffAI4dZfwWxAdW9w22L0SLmt+i1G/h2OTY4xrT+dvx8sUjLi4+LV/jOOjyFNPBXAy7Zkxot+ZeP4g44xXHcd2PHaRzpTOTmFdlHp41efU3ax0/9tEPXz79qX9y+flPfjLj41sMr7zy8uXpuWvme97z3OX/nc/grIPT8Tf/Xnt1DtSh9Z6yb1yhd7Ein1/KdvC/+uqxW/Qjk97OcvHjF6nZXpmLIuKbUevBe7aP7bh+dXrs+r4S7tmpk896JWfsPpeztvf1AJNzYcdun3CiWb9UPppvretoNdrX2FrH1pdWQ9ujB3xj2PDWd9WK75qfTZ/waWs7jF28fMbEPPRpuObGF7Z+OZtDdlp8IrcxXV6x1decaM8w8ckdnt04HF4+a0DYSfPSj7s8XezFI1ae5q6ueMTGIY69xh6Obj7suHbhZ4uPzzoUrzbj1io8LSafcQ2HnPwa/t3XGI4/rrDViGOXnaPYctAJnLrjUWP1wPDz7dsmbnZcbQP26ghTzrj2vPrhdzteTV38asKDM7Efq6m5wJczzG16x+hXXzx02w8nCXMeF6PGePXZ20/b5nGomQ2X5m3DfPta6D94Zz4HOJ+LWd80dWwM/oE5DB9+9M58rfuJy0c/8uHLC9/42uWzf/SpecV71ud1FyfzGDXnwjfn58xfnzV6YAJmlusHn51AnY/m72zY2Xfpta4TQs9bVK/59tT0iTnYtnSirrZHGHM3l+LY9VuLfHBJ/eaend55jMPSGn/7XNsqX7lay50/zG7TZxcXdznjovd5h923sZh3Q+7rwqYN0mSaqELXAtne2+LDkfTxltMxXjuIRZnYARxfnZsd5dh017h54J3d8y0Lhq8ceFukFpVNa4OFrwZjUu3188fN3sZN2xB7HIy4chsXf5s9nJr3uh0i+arDqzSW0isvc2iuA0p/0s0aHb7fe/4Tl1/MB4ldHPy3v/nB5en59pRXZV6cr22v4Knn2KHmfXVv882/N14fNrfRHJFLHcdXx49nrC581OLr3mI9sDoI+txBD4Di9xOj9dZaKxzNk2aXlZ3IzdY6ecVvXSCNZmv7vX4d77yL4MqhjzPedJizz7gTTXnCmKc8q9ZrXhj1l4c2jqeDMy7+nSO/dYSJT3xjF5DlEJ8dj5qy0e2DMK05roS9cbp6jZsbm/gdv+fVT8TFlT0snjjVyt780/GErR72bLB7Pey4shm3luz2PWMtLL7bamVP5IHft3U+XAR3IhdOWhNL8JD8e7+1WoANk33nE2+OzeHsw5Etvt2mVv4dU01s1cuWna11LS6OuIsrZ7Ed88Zt32LLIab10WePT/82KTZdfHNgz4bLWC3mQYqjZ8VmPeZYmbfxPWl8Ze7a7pXup5564vLsvP0E8oEPfODy3b/488uXv/zl2Qlfv7z0619d7s69bVzwuWeNXF6ZPqodHqzXsZrI8S7FzbGnl696Wy/2o7YbzCKZP2GN9cOl2ff4cK0DHH+5w7dexmdp3diLxcN+znUbptzlbLzn1MfZPMI23n3n+u53fHPk3idDi7GHK7RFSfPrrx3luvhNyE5zL+ZKtHakK48HYwJDyhl3C2dR2Ujc+uHv5bjysu8bICydlPO22DDp6immcfnLtdeZL42rOAfMMffrQTN1i53ZrZQrzyzN0/Nh4j/9k8/NKyiPXv7d//rvLn/zwx9eXl0PLvOe/mivlMxVzHo2IfT1V9fra3PAeyZ3nCgceATnejVndsYeoOzkWvVbYjW+Ogc+6eBgU58HBv0Ep1g+zbgGU59eD1LXWBxaftg9V/5s8cORcyye7HS8aXgcdLh8xeZvvRrTYcvbepWLvcYmRtv9OGDE7m1/RspfnLmLac3LmT+O/OXfa2WrhuzGcWULR+++27D84mB3XV3Z85mH/Y3d2sKpOe49HwypLjqJ94zZ/fXp1i+u4viqLf4wfOorNixNwse184jb7WGLa56t0+7f4+Ab0/XZibjabWP4cpUjnrjMD6YxDbvPIY6VdP6EheM71xBfOVtDcfXtB/qafSAOfbY45Nxxu53PbsH2oFeZX37x8uRcsDz55LOXV151T5o3L8//o+cvL8xvQH3mM5+5PPX0M3PH91+tJ24P9aFxTwBne8lvj8NFvCpD2kb6+7xbp+rmF2ssRour2JVjahK7x/PznXHLsP0pPuwZf/Y3tn7lVJc+qV7jc617fXz7eM1t6o0fV/20i8biOsb59jzi3onc14WN4hWyN0VVWIujsCZDE7G7LK7rYrZA+Y3jirv47DtWP9zujycdrpriSMPhqXZ2eeNMs+8Y43zFh6EJPF84mi0evuY4oHVA8d2zLZabnR/m9ant2ff/1uXTn/nU5eX5CYb/4z/8h8uP5uKG74EHn7m8ODeXenWeqdyZl1N9kt9bifhsEtzeVjDugYXNzqe2nmkcJ5gH19tK3i5zUfPgg8e2dHAQHHBac8ShGcPJQbKtwfyRU0vyi1tcw6lgGL5d+Nnl1/jT+diKza8e/uJwhs/WmE+cluBr7vo1sQk8ji6E2Pc66rPHpZ+Us7zVm7+cZ7sxyb/nyRYHjX+3128uagsDn10fluRvHuzhdgxs/Opsbuwk3zE6xjDx72uZHY+4uKo3Prpa9OOCy55mi4smfOVYhtOfcLu0vRNrAABAAElEQVSulrQQfe3t5h1m17C3STxqO47PmweHvQ792s57xuCpvvB77t3XWoXjI+wae7Y0/zknH1vrYR6dh3Y+/mLZSbHse97DK9dx7pjL/jm2Hpy7DD9+efzu3Tl3vXx57/vee/nGN75x+e53vr3e/n7p179c58E78y0oT/wefnj294lvnnv+8smjXx1h2c9zhts5imUnYotJs8ddnz7LGX+OKe9u3zn2ObBXU1ocDjXutr1mfuLYtCe0P7KJrxnDamwk/jiW8R3+ue8Lm70IfROm12RnAcZwbyH2CejDZjv3myidj85en67fgjde4PmTXS7NmMAZq7c6luP6J+5wxdLa7tc/S3H7GsEUF974jNn5iynvPq7/wHzu5c4Dc2EyFwxPPf3k5dOf/qeXh+btjv/93//7+eHM/zIXNsfPB7w2FzbHfI+c+g884CufNzWoZ70EOycXOWGc5J1orB2sbxp4m8sFEh+pPpqwixVTLDt/a0A3hiVdTLHHkXbxdpbyFZ/OTrPJRYzLm4+uTj54OfX3OLhz27lhxSXxlrfa2gd3rmLSfMXRXQxWD73nhsGrieWv8cUnprz8+vE0hifF4DxzielZ19l3Ww3wtbjFESfAvaa9DjF8bHBEPztfdrakmPC0uggfwaOReOhznflh91i4bGe7cW0lmD/Vt+eMOx2nsT6OcrDp7/H54KyD/U8/CXvbNqy+LhIbF1O97NnwhtPPnuZLdtxu57+tHvZ4zEW/uLbdetCcHMW3RmKbuzh2Y83YndTfN/f/8iHin/38J5cP/vYHL9/8sz+7fPXrX1nfIvVr3t4U8LnAybriXp07uq9Xua/71T6fvdZqrsbzGJaoie/cdl6Y5hQPv35rkf1gvfl7xjU+x8az672Pcc9RfHzmqV/jr+Y1R+t19ePaueOIn641dzHvhtzXhU0TqYC9+FX0FOyBSP/tJpMdR/14FsfJnk/uezv28Hu7xmdL/Mz8HtcG2GvVJ9nOeY3Lkz7PoRj28qWLWUmuf4rPBlMrjr4NJ6Z5hG3u4c1lToHrA26zS84B/N7Lpz71yTX2gPjzX/ztvB0196CZvD78+8b8eJvP7Xg245Wa17s3A55pTh7sHrjKxd5nbtT0wHywzofpHn74eHYVtpOLODydbDvJsPcgbQ3aDjj3ceuRvROdMQ5j+DOOLckXjl2/ZowrUUvCLr769hh24zBi4mEn5ih2r0HN4djJmWcZr3/2nPo9AJW3cRz0eV32OVVL9ZcLRsOLg+yavQeIchezaz6S1o9H/zbhr53zwMvLrsUVv3FzUQc545rzcs6fchmL2cewJM7y0Xizlys8XzWpl992SMSHpfe8Z+78NJ9G4i+WP0x9x6w+yVd8dr54z3r3xdl+bF7502Ea77nUmT8NV9++C29c3O4XL6dWnbDszjWkmlr/ff78cdB3H390tVfndhjejvry3APshRe+efnt+XzNr+fbpHcef2y+xDC/Vj9P/uYDfnOszRPFWfo71yd91bhrnxPtLSn5mlsY4112u5oIW6344tJwb9fnS2DiykbL1f6z22HFdF6CMy4Xf/HZ8Jxz7OPVH8yA7u3nOIqnYeQ8r8GO03+ncl8XNvsOp4Am1wTWh6uuk2DLbjKwa2whp9+YTvY+7D7WXzzA45uttsLYy7Xjy737w3UCCh+WznakOZ6Nx9GOEi4NW1xcsPXlyx9vMeakxQ23Y+GS7HhxvjrvCT86L7H21exnn31mvrb4/OWlsf/f/8//vfLfeXhuDT613Lnz8uRx0B2vqFWTD7U6Odi2bi/ul8O7CGH3zSYC/9BDLmiOB+qeudNOWHLo41Efm3gNX3g+86BbI5jmLU9c8rrzp3g2Iq7GVlxrA8NuTcluX4arDYda9336jI0bVp82r/LHH07tfHtu8ybWkY/Q5dUvTl+Lj973jT1OTHmK2bmtWfH8ZF9DY34+PPo4CRx7vsZwewsTzpxgy4NPX4x1CLfH6Re3z0mMOdDVZBxH64df7TV4mOZWrkVy/ZMfNp5s4qo/G10N4c98uNRfHfzF1zeu3jj5WqNwOwebcVJfDI79YiFuGL69VvXtsWH2OlqPuOXk18Jni4vW4oetTxerls4TxeCKp9rp+u0PeAh7fXFh4fDLxUame3E+fPnl38yvcT88T/r+yeWLX/rC5Xc+8qF5hebVy5PPPLl+MsFP1jw0X+teT/pmmR+bc6AnzBqSY8svyiP/5Gl+8hG1NM9zf8eGKe5gPeKbc5h46bbjOa74dLnDxbXrsK2d+sLz6dday3iLjY+dWH/CrlbCVxweec65+Jftun1X4Dv8c18XNnK2yG2Ivdh1/5Xrxm7yf6dOO+510ji84uIKOL4dj5u9heazK2nr63WnnZmfqLFYi4eD7Dwt+nJc/5xrNiZLX/viOoGFT8fJz7biJp5dU1OSrVgx+4ORk0BziIs2l9fnU/x+t8TdhvF4tmEXe2i+Dv6hD31g3lO+O6+mPrg+EPfa+N7wY5qDvTsXQb4B5WvhHmjl68Tot1N8O8ev3rrAwdu2hpNXzOuvv3R58cWb31nx7akuaOQwD3EumNQvtosa49YA/5rL4OUV0zzD0euVues+oFYYIl4uHBo7DsLexRIfLD+t+QE89ZmPvg/oNlf+8oRXB05jvKR85efz6haBrTaxsNaBrsHpi6P3MVsctNo0XHzNt7rV1AUUzPkiou0iTh/GvI2b6x4jR/nUBdM8rVt9GjaJo/mwwzT3OJsf3RrAGmti1KjWclRnmLj54219+Fo/ceyN+XCoNU4cWmvTusYrpjr02XGIJ3z4q914j+VTQ+tSnfD68OoJYwzbGM6Y/TbhJ+HVVS3s+fXx7HWUX435HRdi4oDRCO7qbXvzmS/e1oZP35qGw9e5pDrkhdEIO35Nrp54sYutJtx8xPZyziLi1D+9dXO9u3cfuzz//O9evvOdFy6fnQ8Lu9Geb0i9Puccy3Z8fXvWzn3X5onfA/MZwjecT8dpxlZWbmNakL5G3uKb8W7nDwtX2zHq3e35xCbWCI6vdW5crG2gT84cOzbOto04/G3/jgExce052MKyy0WXPxtc/R2DFzY/vS4il+Wd/7mvCxsF7hM21ohi9frK7jJmv2LYWgRxff1bnz2Jd8+VLx2mMR0HX7GrrhmXg84Wfo9tx4k3Hvq8QYrDE3+c6XhomLOwFbvXtdvjF6vfP7WuNfeh4Fk+v2XifjOPP3738slP/sHlF7/4+dy34TgJ/+hHP5q7FPv17ifmq9zHM2vxXVTIXR5zLb+c+oT90Ud9bfmpGR1zdrHkBIQHzk6PtwfATmQe9J3g+OHk64RWbDnl0WD9RlXrUg355VWzMYxG2JzsykOzEbU58cGKY995+DW+6oFRa7ZFNH/Y46bVWx66mvTLpa8Vh6s88RuTOMK/nT/7Cpo/rcNtvLCkOtbg+iebeLGw2cqRj33vlyt8c4Bhy59mIzTuPZeYuMsbXgyOOM/2fOG6qIqfJvhJ8eVj04+/bRovfa6JjYSx/4gvZ9zlDlscLIxGjM8truzVFZcxPhzyx8e2N/HlYN/nou+46SKDH55OysMuR/XA8OE419DxdI4Nh5svTnjj+NVEOk6rB4Y8O7/MLRYORtzDc6M9twDzrdEvfemLl898+tNz75q5+JmLFv5RIzM/c1xPlefvupvwmC1RU55+62BuGqmGXes3XqDrn2xqrL9zZKdbvz1en0+rv+Zw3S7F466fLt8+1m8fdXy0XdiIGsTVlvFq1xevEXWQ3VZcGP7dpp/scdneib7vC5s96W3FNhl6n8DeXxzjtyg+/Mp3nmCL20Gx59W/LYa9vLf52bKHpZN8zaEaaK0a4Uh4/WLSbGQf7/3De/yN20GpT3Drt7OxFb9u0Dz7lX3LheQbc1MoH3hzgD40d818/MG7lw+M/vRnPn159vv/7fLf/vqv10Hv1RivsLjAweUE5qLCsx3bogdvuezs1WV8+DxLPX4JV1zPxJxQ1Anz4osv3ntWhlOTix1GXzM/cc2zeeOAk78HJeuSwJNqw1WOeOHh2HcucZ34xMOEK5YWQ2h+ml2rzh0P01hc2PrqSMLuNniy18QGo+mXFy6O4rKxF6O/2421eMRm04+runrQaA3E1XbuYum4+eNTgz6+sMUby9e+tq9ztdF4d77mFXdYY2IMj0+scdzNYa9FH2aP3cfs4cPkb5ze81a33No5xhge7ix8Wtuj2LZv8youfLhiG4vb+/vaxGk7aHDquk3KG3+4YhrTGnzb13ivYZ8bHL+6qjW884DzQnWyV2vnC+ci5zFPtGZrLf3pT/3B5S/m20+f+5M/vTz51Lz1NDlem1esvWrjO5q2+J25mDHTNx1n1/6Dc4L1RHEKWj5/mh8td7VlH/Q9jP5tIoa0Bvs4nnhbm30Mw86mmQ8Jox83376W4cLwtYaw8Yqv4d0Frtw7X5xhi9t5imPLH/7d1DePFP8AVkUlFZ1mPxfceJ/U2hg2DPws1BpfSS02PjbaYtMkriv0LQucbV/4nRePcbzpnVOfPdu+ofHvtew1wRcjPsmej33vN46L5r8tT76412eZBu/T/N6qOXLZ4W/Wylez3a/hiblp3yvz+1DevvJ17+9///vzqs2Tk+c4geB88snjoJfbBQs+c3GyIC4GnFxwurDpJeAuEpxcXDDBeDWE9laH7eliiv7FL37xd15Wlos4IembJ6zmoDN24Ya/mlqjfbxI5s/CT4x5JGzq6SJMHH52Oc4SBwwx1r9tn+HDR3bdfhBX/vA0Uae4cHSx7Od5FF8Mre2SrRzGreXeFxN218VVhxqqs/g9Xzx0sed+GPH1d2zzLBeM/LYbyV+8WK26Gu/+YspjG7LFiTefvtjGcHHyJWx7zj2fvpr5NRJfPv5ids6w4dPhxWSjz31+x2KS/zxXuOp3PODXxO511Y8nXrFxxgMLh8d5wbgHTPZ938Ozc+dni6dcfBqRq74xrO2pOd/ILY/85uLV4T/4g9+//PPv/eXln86tMJ569un5UsX8HMJ8PnC2ypwL523hoV6f9RyuxTm5rt155Xts89/Px6w7W1xPJ9VYbcZq++8JfLH02wlcfHtfjDmWL662AT54ApewWRf4YtjOWOvY/gNPWnNxpJjis8cbZq+fbceFyWb8bsvNUfAPYFbQXlTj9JkqbNqiaxanmF23UbLhK1a/xd3tcWWDzxbPnjOenSsbDSsurb9v5D0ufnrPiYeN7PhlOP25LVZMfNUh7N48ps9/3IBvTmpO2vO6q1du3li//3TcMVjMBz74/ssf/pM/nM8k3bn88Ec/XL8Q7qKjDwG7qLBT47NT69vR5SLmzqZOMQSWHY648HBhYuxCxrhXbtiy4+jAwQGHpxz5nDz1aRdu4sU6GVeLvDDs4u+tzYzLk5/ea9bfT9DG4vHkU5u8xvhoUi793V4d7ARf/vrs8dQPk904rvrVYLzH7bxh+fXjMw5nPuad7xwTv/VqLWDF7/sIzmqKPxtN8seZzkeXXy61yUNoTR3s1RIHfeYvLk5+LcG32+DKd46RrxwwxklYY/1EH67YHScvnriMd/+Z67a6w+BoHjjitE6N13EzOAJb/dXG1ts7MDg6VnBkK5aflHcNrn/YxMSNB3c8tGMJrhxC2Y01+5ambvby0Hjb93a7+Wq4cejn/73f+73LP//nf3n5o89+5vLk03M34Vdemp87mM/yPHJcBL3mFea5cnFxc72GOV6tkXsVd0xurcR1E+/zqUY6+xFx+98w1rF+yOaYvTG/Pnttj2GLr1h+6xVH57i1b4xv/2xr3PCtJT72t5Ny3ubf4+rvdRVzmy3fu6H/f7mw6QCowCa4j9lMrmZhk/Bh+FqINF+4NmK+ePZx+Dhh8qfZ8p/nsOPjYiPGSVzps9347Ctn9sawrcueQ19bO/Rg7syrLj7oNsSL24eEnYPmGJ8D/s56y+nuvGLzsY9+7PLyXMzM1c36Rdvvf/+vL387P8XgQsGzm04Q+r4VtfiHk6hNc5A89tjdeVb06DpxVZ+TmIsaYycg2E5U7E46avbMChYPG+mE59We1oAdl2df9ItXn5rE4ipOv/rEGRM2GDHhjc1THS66+NTJrp7G9cWxEXUY7/xxn/3NgxZH9IuPg70+f3i2fdxa4dp5dl6+aow3nsb8PUCoHVdziLu8NBtpPYytX/XEu0Dzp1jj+LPR2fj3eRvzs9XYiHxxGOvvch7vc25uYYyJcXPTZ29c/mKac1ziYXa9BvMHRr2kNTIOH9cCzB85yhM/TDXQjfntp6Tt0bHWg1d50rAwYolcfMb6vboiR359PueFbOGNxfOzlaeY+KtPvWwaKU8cu08/nvzh2wcWyfVPsTQ8rHOXt6E+8YlPXL71rW9fPv/5z1+eeGwuqObfG3Nri8XvW6FzjnzI7z/5gPAM16s2w7vKnE1r665f65ZrjKv6YwosbxH5k/r7euXbtXo10lybA9s+J1xJMWGyw7RW2XBotj9Z++WMH7zmFlOdfOKN5dj32XjiPdew1nR42fPV58uGhxjrZ4/33dTv+MKmIveiFN0Csbfg2dn014LMxPPPTN8SFw5Wa7w61z+7vYVikz9e9r2eePbYM+fuiw/PnqMxf+3t8vDv+D0fe/FhdtuZc8dM4OXOI/NKy3yKf+VwCPtk/xwz7lXjIsJdN30DYKCX3/no76y3nLwVRXwI+Gc/+9k6ITg5Gj/55BODP14pefjh42Vda+kkJfe6z8PkUJdXZpxMXnaPiHkrywnNBYqLBrnhvd3VhYyDDA++Tn7ND485kPCtgxOwOCfbff76BJ92HpcHnzzr4D7xw6irXJ0Iqo/epW2Fr3r561dDfHxy8KuDhKnPT+Kg93652GDF701sOeLhFxd3duM42HYRE49c1py0PaxfJ0H2aqjedDww1VxOY3WR4svZmsOQYvXD6idsMOF3Xph8bff4y7dz6rOT7MZnW9si3Aq4/uGz/9Baa4XPGtLVJKR+uc91seMQC7vPoxh2YrznyG8bVg+bZkzkw4ljx+w2ODG3SXx8rVVzwhFP+09PVOQKH6/xmc/Yr2w/uG40evzUgvNJORbeWs8x+vr8CPCTc3fhD37g/Zevf+0rl6999cvzg8G+vXfzTbPZUy4vz7np1fndqMefnC8/zCvbnhSyW8XZOjbK6q9vRa2Xc9iXs1KXlnuXfTucfXBs1b1j9ff10N/959j8MHHar+tXE7/WvtMYThPTNqDxssGtfRhm9rsweGH2PLD89Po4xMQQY7j6q3P9w3ebfce80/79XdjMRKbqVXiTahIezIgdmo+cF4Mtn89OeCvFOFsaLsF/W2th4Vqw+vBsu706w+xan8CrX93VfnhucrDHfVu94feawxcbhj0bPD663HGoKRHTsy3rN1+EmpvwzU5nx5z++hr83Er8jTdfuzwyFyt+BM5u9tTdxy8PPDP41z4wO+/szPNr4Y/dvXP58Y9/evn53/788p7nnlmv4sy5Y7BPzF07fzPPgB5bd+/81a9+eV2XY7uu+Llgeuml4yKmg8uNAB+fm17Z/C5E1i+Tq+UNr5S4CHp5XfyYVxc5zRG+B1ProM9mvvY5vyj+6Hz7wdqsg3Dm9Ni8+nJvvSzQYNdJajDmLBaXmMN9fHOiNWTrgsmaJp75wfgKPG2Mo7fX9geM+JuHbeXkgFeMhoOfbo7sbNaEuLjDVT1sMPBw5tyJKh87G5zY9hN5jNsuxjDeghSjhaFJeH086gpXDY7xHS8mbrnIzi+n+kgXjbhbA3xq4mPDBY+3nM1ZHG6ccDAkG034avnY4TXxmr6857hqCUfD4OQzJuVYg+u4NcAtRu3xs4mJS5x+zfg27mrELb669Qk/iae66GpfgPnDFo7Pvtb24Kt+dbfe8HLIC7/Lvs/almLgtPo0XjZc5aw+3I499bDJrc9u7HfwnnrimctPfvrTOZfNtyQd8/a12fyPzfntoXll+u7dpy4f/ehHL9/4+tcuL3ztK3Mue2ouYn49d2IfjrmA8cp2T/ruTK6X5jOHa93Mef6ts8ax+1jIOQCmfifC8a+vg7edtm2vRo2oUzO/RJ8Npn5jmmSn49MnrSOsNaM1futJa9nT2fHZJubZXNf9ecZum8CTvT5j6y/3iplxfDQpj77YXfiqKXvxxrf5w71b+v4ubLbCmyBtghaLWJQm0GLQ7ITvnlw3zNneYrwFe43Fs3jxbBu2D9TyidPUtXPEK184fbKPxRjfZi//zgvXOF1s+J2Pj+x56tPnPo5sq87jUJw7NdxcDA3b8RLqxBMPDG7I14575868HTQvzT7z7FPzEqwHud/M204+6PvqehB77LFH5oHbZ2SeWrl+ORczd+ckcvfu+9YB4oHOZ2zU0YHVibuDR65OfusENGv4m98cXwW3f4RrrTuRwsa1ip8/fD2Qwv+dNbjOk6/W2tFjtDOul1/Fyk/vTVxzkXevAYd6afOC22Nhtfb7auwkBNsDeNsARj/B3QM6W+uBE878W0exu6w5Xg18cVev/Hjygeqzy4M/P584bcfDlsdcxXgQEsfeGohhgy9+52JrvOtqZKsVT8vHXh3GWnzFhGmOe5z+bfOr1nw42YhtaEz2GvXbJ8t9zlVtK/gaD0to/jDptnu5wlhfMdZ2n8cimz9w2W/jF3e2N8f0Po/4xJWzGndcdcJUH03CVxc7PLtmf9f0raVGeiAtj3PXQI4LobnB3jNPv2d4ulicJxuPPjyvFD++vsL99NzC4lvf/LPL9/7iu+ti51c//tHlyeeemwug2WeHZNU25ZVDPvXxHU8EJ9FR/pxR50LuOhcXAr7g0pyah9h9vvwkHH+25bj+ybZrnPDtV9aUbedvTehyxAtLwujDaHxxlZOfLUxxce/x+kkx4cXrJ/XL0xoZ65NyhC323dT3dWHTYpwLOU+yyTUBeu/fi79uwHwtwJ4n3z2O4VqLPCS+Kp6sXeu6QbOJiSudDaY6w4cxLm99vg5kth2rf68+zk3iMTd173KOawwTH73HmefaaeZZBXv8drE9Rh9OwwvrQdLB/di8AvHg6F/MKzV+A2qeogzmuChxA7+HHnpkvUoxxvVtJidesd6eGtOcbF5ZD45OvHvNQ7TWqAf0ajt+PNMH/G4ebNWDt9rExtU88hnD0s2Z7sG2PDjuxR6E/t6zidHw1hZg/jQW35p1kpG7B5nyl4eGI/pOUNXKHpe4+vzVUg6+/HykcbnY9HdprH7SPPTzZc/GHi6MsX7jaghbffTfd8FXLnw4ypNdfHn4W7v4y2+NxBZH84WvruzGOEg58ccX1z7OFn6PXUTXP/x7vnB0fPnD8pVfXfXZk3P+MNVTHHz85YM5r9nOhythP8fv+2b5iueD1+KJY+eRn512zHeclJcdvm222/Vx13YcvAsbb6l7a/zF+c2nx+etJucl9+ny7c9H520quE984uOXF771wuWLX5jP1MznCf0cwkNzD5uXvdq6sMfxgl8jaRc19Zfj+idb8zNW575OZxssDPttuOz0WdiOOd/sr/g6BvbzaXXgiHPnazuxiQuPTyumGuGy1d+xfM1LP8yul/H6517+6z63487xe9y71b+/C5vr4lRsi2YyFiO7CbQgTZSGv034io2ncTlalLDnGwFOAfNKxLFTFQsbvviVaP7cNoZlbwfYsXxtYDtc8Xu9/Mb7POHijS+9c5Zzx4rFpbFrh9xckZcftlzlD59PrAPo8fl8zAeG0++nOHn4/Sdfx/ZM9akn56QymH5L6qGHjrd77gzee13yvfji8fK0l6I94HeBIa9n9NYHTvNZnAkcfh9Kvtkv1KGpEa4a2fRpvM2hOeUz7mKjWNh7/eEkbHtj27cfPMEHJ691CMNWH05Oc3TSgBVXLD9fdffMXw6YxLiamgM/u7WQj8gR1lhfI+J7BhrXcswfXHjYi9/XGG7niTe8eDWICdt2YXPx1nzU0DrA4kj2nNWYrfnKzabBxBs+TvZ8tJxqbK2rt7nQcey2vTb+HZcPd7F09eWnd854its54ynWmBRDiyPi2vb6XUDuHMWHT8dnnBS3az7c5iTXXms++111WOsw/PsccbSP7/bw1WSswdteGl55HC98eHDo82lW6kHnp3lCZJ97ZC5YvP38wLz6/Nwzz87bTx+5/OW8SvPFr3xpfiLhmcuvf/bTyyOPzROwwfxm3oqad8YXX/Oqjn2svwuMuokaCBtpHfV3LmPCtuqe+HjC0WeBtSb0uov89Fsj2jaQ0xqRONI7X3myibee5dhrb35h0/HSYpPw9DnPjuGTb0n79Aw8dvTKWTmKe7f1fV3YWKwWqAIb5zOxJrgWwkSvO8o+iRaJFisu2z3cLFTvcdot4HA53cJqb5GrLZ786tlt2d8Sex2Ea360vHGA1Q+bznel+u+qeIorl7W4t4OMs3qXtg0E+DPzLYaJ7Jzwcel3srozJxSfG+F7bb4lMGeKizsTu9fNa6++sd6aciKxcz8xHwz2dXIfDPZqDg6NrwsbWG9V4fPKjvVyomq7eqXGBRQMG03g1aU5iRvzGxM5jLUkn7G51ozzndeAfW94wxSzx6ulefLDimFTi3G1izP/1oQd1smbDZeGh6854gmDw7rlYxfTWpZTXo3EpS9P9r02/eqGI+LY42Srv9eoBnYiBo+axMqnZRcHD6OvwdXHYUzYSDn193pwwpz9xeSTv5qsP7zGpuExfjupDnrvw5uLmqo5DVcfLkw2eUl56fjVQ8LWhzmvKww8O7+5ljsNoy+nfo3tnH8lvv7hJzCauPD68tJwmnF9dhcjxvpE/vYVPMXEQcOUY49nh29+8bZW7A/PucMdg70N7sLGLS0em1eOP/nJP7x897t/fvmTubPwkFxen33Ak6jX5+diXpuLmqfm1ZtXvRV1nWP1qFme1q2c2eGKWRjzv86rOcCcJRutiW0t8+25il++wdsq+FsL/moM+z+q5dHKL67cqz6G6xyqLcxtceraOeuLSdjIemvvugYTtGz+9uoY3J5zAd7FP/d1YWOhLHwLthZpJmHibKQJ3uuP715/9Y4/4Vq0dJw7X9jFs3G0WC5+qmHHguJj0+I0h9sWF4a9+a18Y0u/XVxc5VkB88f4LGdbsXDlT7OZVxj2xTjHlQ8FH59GPw6kM298zUXtTkBrDeaiwzMEFyxPz836Hp4T6J2Z9yPzttQP/uaHl0fmJnwf/tCH5nM4L8/N/eabBUP23Hxw98fzAb4XX/wN6lVrJzQnYPzlqH52n+HxitB73vOe9eHbfOZVy6Y2nHhI86a15iiOOPBJOP58y3H1FY+/XPGdazCG8yzJxRnpZFwsXS56rxkedyelNF726gsDny1ePo3Q6ik+H2zClr+Y4sXqq5H0YFlOtvLuOrvYOGjxdHx4qiW9x8ZpHfTjwpsvLa58OzY+udo3+F34tQ8UW3z89G1zrR5xyRlrXKtGOqlvTnLQ2dKwOM5jNtL+ob9jjBN2+HKws4WvxjjpfLDZ9Ylx+0Hc2YuNf+cxP/W2nm3LYuNqm1QvnO3G36sPYth7AqSefduKtUJzRM/f+SmX+Xyg38KzzZ9//uOXr3z1y5fPfe6z6xwG9YoPxs8TMxc/D8w3qZy7fHgY7y7VyLZynNaq+dKrXeuAN27O9/xXXPbmnL84uu2QZiPmud+BP640zrPgJ+n8xvjLITZbfLBh+PbGJ6btHI4djhx77o1mvZcvzFV7jJrAFedPue4Z3uXOW7f2/yC5hSGKMxFj/XWBMTsQW5+8bhGi5ttt9WkLyb833Oyve3C5+mBhqgO3Mb8aaA/QXWHzF6OflKfxrhff1VCf3uvkPnPwZ6eNs9U/x5gfaa5rYDz5lm04HOzrRDG2ZP2myTVfX1ksF0x177ZqcKB7UJoZTZHzYVCv3jx6d9Z5bMOJ+6V5ReXVeeYzry9cHn9svk01ub3K8ujcw+a3fuv4zSccninj9XVvJxz3xmlOxi4I3BfH21rGfHjEmJeTGh7fPjLfDiY+eGM55K9+ujm2H9D55dBvDWD5NTYaf5h8caqJzwl4rdPEmIc6jOH55dGMYfXVC7PnxCdfGLH5bQvc1SOWn70152/+xTU3WE38Wdiria52/Xj040jzZTc3c5JPY7cO1a3PpsbWqFrxEZoNVz6aiG3O+uXjg5HH3PiqIx4YIj5+Y35S3jRMjX/HhZFHTi1h06qjuDhw1ofDFV8+dkJXQzzG7Pmy4zC3JE56l8bxGtdw5d9jYB1ffOWljflo89Xst9WID65jBEd5Wx/bCU5jy582J3b+/eag6uPDj0Mjq5b52vaj82TL5wB/53c+cvnuX3zv8sUvfmH9HtSbvvU0r+rgm5mvt9FX7rm4wUXk3rX+Pt/lvP6RTzxRT2tS/Wn+nWPln1h4Upx+dZhTfXaCrxj9fd6w4fnOsufY64qPrq++ODw+ziTX4wz/nkc/XPlW5mtti8f6TNw9nJix4bVm1bLn12dPx/1u65sj9x/A3KQrrvG6qLBww9VkYYixHZlYlBaYNyzf3scrfjVxw8Evli2+Yuj60znevrpuoOqQY+c1PssZi3PVcN0o7XTxiN9zw/Ltdv7qLg6udeBnj4eepG95tWDNd2zV5y7D5Ljz8HEQGVcrrVZt8Y2vPq6H55UZN/N7c35i4c25kHGL8afm4sSPZz768GOXn/zkp+s3VVyUvDo4N/dzO3L3lXhz3lLyFhRxQYJP/fi9/NtXpPf56TfH5+bbCr+eDwP2Ewx8RJ0OCuJkSsT04Gasz5adlr8acODznu460GYdYMiyb+tRbGslVp+dJl1U4BevrmpUCz8REx+eGh6Y6obFUyumnOWlNQ8cnVzFVGN+fHs//nDx2jbqgDWX4qpzH8OI4ytnOD4PavnF4c7Ol7S/0fC49rnos3fBF2f1yamPW4Nv3eSAZ4Mj1arPV1x81VMMfPzNT2zClz0+HBruRL/as6dh6sfH1lzaL851yNt8ipeDGLcOcGLx4drnZMxHmsfO21f/dx/uLsRx4SDsmjwJf7V0HIitNr7WbY/BaQ1xuTB2LqHdSsETpPbT6mJ75uknLz//+c8uv/d7z1/+xb/4Z5evfvUrl6fHLs6HiM0T7wNz74sH5uLnjdfmuJsPDr92rbv8akr2Plv56vOrM+Fno0nxjdVQv3mHDysOJtzOY93O0hoXv/PVbxuLxSuGVnv7zJ5z53p99ikYbY/Dhbccd2ZtVy1XrCfA5GY1p3/d1+CS5kmXd8Vd15GtHMW8U31fFza3FbVs88fX4vaJrIW4ZQJNcGGvC6RfbP509nJnp9eVp1j5rxuUntVafMXuO5q47DjPko9eOa748mZPizfXcsQHzx4fezFnne9ebJ2rDh/OfH1Q+sG5H41XWO69NrjFNc9iaU2d2QSOaeR4djzPVS8uPNwIa10czEXML3/5q3VR41sJr86rOr+ZG/LhxtPOH6eTiwcq2gmK34nL52ten4soNp/t0VwAubiB0XA4MaotHpXtD5Z8ibUVR9jfstYz3h+A4KrZCTU8W5J/H++c+uoi+hpRt1gNbzWy52NrPcLmM8aVneYj5aheOtwCXP9kN8xPs2ervwxXXPxscbCFzYYrOcew73M1Lg62emDaDvmLo8MVT5c3vPGePyz/LsZx7z79tqH+njMu+vzg3pqIxRu2+uKJs5xnbDz7fONYpPPHuPjy9AC7Y3HgU5N11dfCsnvg32PiYytPuWjx2fFo8uDfcfr46fjT4YyzlZdPDrqG2wW8cwJO/nKKf+UVv0H36OWP//iP1h2FP/e5z80rx4+M3U+4+Oya85l1a3+RV8ZjP9y1fnVVZ5qPND5rcWx7bWzNR5+0hmswf4ozbh1x4Npj+BvXr4adI0zx5WPXcLeG1RsG77KNdhfi9TYR44hYuB17eI4YR5gZln86HEHu6WrOsNdZPx1Xuph3ou/rwkZB56Is5JLRfjSM3+IQ/fQe24ZdzuufJldMY274xju/K87egmqDzt5z1Dhxe8w1zVJtvHLlg999xhpc/R3TPKsvH76dO/9eO5vG5gSy84ej2emdcx1CavWhXIOrHzbBvUs8Ysrlgmh962AuPN6YCyS3Hn96vl3gZxPknJsMz3rcWTf6s9Yvz/vWD84FyavXZ1swaqedRDVr0kvUnhXq+ykG34pyUdGzvl79cOGzPvR3PcF1sdP6hGtu+1o0x2qAKW7hr+siptY249dnp5102HCR8PjiZXOBwgZPqiE828o9Gi8/LY6Yfye4crf9jfnF0PlX4Pxhj5v2QEDYtb2GOM9+tYiFjUs/KSffjqtmOXf7jitndfBVW/Hyn3NUkxr2WsTvgj8sHG6y4/T5aE2Mcbw9eDYu1hg32dcyHHucxbDtcrbLTXDw0eeWfcextV7sYapvt+Fjj3fH1BevkXjbd8QRuvXU39caz7mG4sSKy29cjuqKiy/cvh3C2edd4PQkwFtMT82rNZ/65Ccv3/7OC5evfOUr61zhFV+/ice/7lA6U1sXOOuJ2rENnRhNuXnLrWaNbV8bPrLPP1zzrG5za347ZucrpnkZ4xa3C3sN/15r/fLucfri+KwtrVV/Wn7N+C31TXxHVvnjw0PiXQPcV37+xUlPDWcpPnu85cGuT9bf6zyW4V34c98XNgo/N/W0mO3ETaiFuDeZbSLFWCi4MPFnbxyXfLD89N74LN7OFy9fsvuz0eVQ2239HYs3nrPma358GlFzwmas2enDNa/Gzc+4Pm6/1j2zj27pMAbVsOd0IbPqmquWqX5QR5uVnIB54Ji6787Fxvve+975YJ5fyr27PifjosVnb2aPX6+07CdGfPtB25xo+4MLl4fnDqK//OUv7s3fBcvTTz+97jzbZ2yc1Jy0XBB5aZpe89y2RfOLuzUy33xyvuJtkeu6h5UTn2fkNHtr1Lq2/+KCIdUQxnjPK6ZxGHH6aesjjg2eFpPoF6uufPQ+hmfDxa7hDlNOOc51xl/OakjjqF9+WLZ8zSE7zZcUJ+YszRu+1vzgcZNq0G8ObHurDro+fBK2bbPzwMgLQ8LuOjtdDn3SHI/R8XefR3Z85dm568PxF1uN7DDEttXMo1a8OBcDRL94/jjphD/eYvLBFReGbW/scbC33elwxeJlN25biyVszh/xdWyw4YHzhOfDH/7Q5Y/+6NNz470/v3zwt98/tkfXZ/TWZ2pmecz9oTmm3VXYefC6NY8c1zyTbeVZxvmDn+x1Gu/zCkPvOOPmlF1cOLZi9bXwcuy44tPmAlv8XlP2sHwku5id+7b+EXHUIK662c+8xlq8uz5j402f/dVC286La+M+4+O5X31fFzb7BPe+4toxaFLBcJ3Qro65mL45mOMJvzDXeD723aefvZNWmOxx4gofL1+y99mM21nKybb34fZ8caTFh6fZ42i8c+jvmPM43nIu//V62wF9PZqZl4T//3i7E21LbuNA14fFIouDSIoyrXmwJbUkj+32bHfbXqvfoN//BXq8lmUO4lCsGx+Q/zmoLcq9XOS9UYUDIOYIIJHYmblzFwdkOG0/8DZvEb8WA/K7jKv78uQ8S+M2lN+N8mDxa6++th7c+9W8idjVm19fl7flHhhvV1ksSp6x8XCwT1wtXPzYE3o/T4HWpX4bDfQWZ/iubKhtdH75y1/ez60zDrbxkOVD867Ff/3cxDV2aGT5oYDm5P3BNvTGLn4y8o5XPPDswUdrXIrzHGM8IDltfKcdtHzCjxZkA662mgycWoED1XB8xkN3/PkWHxm46uhktE9aPpy6oqOBfEtfdXr1AR1w5Bp7+PjoqYRX53e0dNCTTjilfnL65MLjAfGrizH9i+GG58TVrk5n/fRkuzzhQwPJ6NdWV5qn9dOtTv/pdzrQyLId3NrHEz39p3z61dHjj8aGNogWb/Xpn3Y2oju29i3rPSZ4vve979394z/+491//oe/vfvDX/xsdD9dH3SsEeuh4/kphU+tRRYzYuPCzJrlhz/aZ/+egDb+5nM1X8Lf5umU1W5MHCcKOTLw6vSkk8wZs3521eXh5NMGaOlMB3w2W4/iTVe8xqR44jlt/zbaabcY053P9P17IDn1bfvfo+ff4v3SG5sSx4j2OcE5HT6+AglfLfHra8tLYv85ZZILd7A918SX3VNG2+CxE776OQVXBy3Qjne151BxxSPc6RNccNq75Y0vvJpv6aqOb/Unv8/BmIJfPwr3HOGhg742PsO7vjm1+C0qU+brk24bAnzLxu5YESDXM0tP5lPT2/NAnmeZvCTr5flmwiezwEwSZlHZz8OY9A4uOmw0bFb4Lgf74ddP10ZGeuAsYBYyC9Q2+dLd1+er5DZE3cpCb5Gg7zyw2DrzRWe5FFKx8EUon11XZ3xbz2dbdulsvuIv1+wWjytXOxUPl+XR2D4Bnxcagvykr/kWPz8BexX9bJ847Wj8PPvFqi4X6SaTXTiFT+RPnmyeutDxhctm9XJo/sQXPr3J1Uc/S37h41Pjm89444HDpxgTtOIIjzcdtdHw5mP6wuePfjbwxg9Hhi0lWnT28oOudKzG/Dlxpw06s52Mfjxw9bMVvzqZ6vSRx59f6Npk4kkeDS9I9+pcf8LFT3e45OgGJ00fH5wrvDNq93HBF4+NCaAjHx1g2l1Ftl44Nr/17W/f/d3f/u3df/2v//Xu937/B3MV9/1ZS/aHJVdr1i2o0f3K+qbUHku61mc0sU97VoXt1+EP+3wC/L0FNOWLaPFGw9dcgVPK02njFp98MvTil4fGLBye/EkuP9TRvxAnjmveLd6T6aClI58X75UbmYLPh9r8LNZT7elj+tTxk4nntn3q+TLtF9rYOKhBTp0BGxjQ4KBZ9F8aPDlJXhMaz5U4/CvQ6d9OsxKDzp4C6FeCEqX/29pDWIOTzO0kStbzJ27v3Op5rj+e8mUfHvtvG4fbgzq9YlH4TZcSDg/80ilno7sY1Stn+MU/dLFI1ufze0+DlMypadmwfNVnR7X+TmNw48X+Z6xGF1Xbj9EzHXGw73maZ7OB8LMLT+ZW1Lu/My/jmx/R/NUH8/bg2dTw5ZPZiDjpbN/nSs789tSb84Axn96fb1N9NLeRvCeHPj7ZhL3//gfroT+2xYXm5PzxfPKyEXFryjevbD68h+LDuRLkVpiviwO2ts/7RFEu6VLqe5nX49HDTqkRZzar17xccU9+Rz9/Ko0Bndo9z2XxhQPRGlt82kCdrmyLlUwnx/iSWYLXH3wnb/2zxspGtpLHA69Od3228xMtOtn0hEsevzaQuwAffPrYCPClJ1zzRR5AmxZtevKRviAd1fnS2JGpnQ64xthmGbAVDr85RideNJBf+NKFp5zh0UdTtJUTosOdfp2xJqcunvRkl18KyF68xaevJKvN92ROO3SAdKKlF14/m/KQbDJoYth6jNWO27MtVHu5p9dB4CO//Jrn9vBvP82d/QO+Niblhr9knVqePHnr7pvf/ObdX877af7pn/7x7tvf/tZ6ru+VuTrjYWE+LR/mg5mveVvaZMj55JlnasQxf4bt/i307BezWPTpKW/aQTE33ictueLhB73J6ItFH48C9LPl20VLz+Dh0rUYL95sotEfT3rjVaPROY17PjjlJbfnJjRr9epfK+GQpvXgXzHc6l32RoHsLHntq2Q7mXyuDk/u/294oY1NAZ51k+YM+j7AScTaNU50JbhA8QjbZFgPHRuM6e+D4GEhXXxD62BjjwzZdqTx0G1SAjxgTQ4DciWZ7/m/GPozPN4FtXx30K5tPzkDa/HYE2Sx4+U/XRDa87Vo02BtjmbSBufEWbovgnYlXnUTPpp+sbA3Rsc1CwEb86ly9HTF4F7PLCgvzUZCGFsGZXydnzRwFefRvOPhpUeT42nT4ptV7D2ar0gu3MQrJhud+QLoJHN+SffN+XbTK4ObDdWrw+dT1MfXPe/P5yV8T17dXyn+9Uez4ZnV5o3ZANh38cFJ5OnTeT/MbFA+/uiz2bzMb1bNYuXdOZ8P/rF0q2fh87Xzz+a3qF6dA/bJbHb89gtbnr0BfgjPrS8boU8++fXkZi8o8jEur/E29J2k2lDbZMnjsCzaGrvJrSs5br2h47WBWd8IO/rr6o28j4HGQr7wfa6MjnMuLkfnDxvGD5BT+GWONi/waCvn3F/jMTg1QF8+XzrjhbeoArjk4l2E+cMmGvzKw7TLUfaTUeONX003PnnPNr7a7Jz82YMnxyZeNvMZj7kBjw60xaOg64Ns5VcnkujwcHSzodCpnHHRqe/KABl9m5/TPntoAC+dCpw+3trkgT4e/sDpZxuOnPrUgw9PdO104AfqxunUiaZPR7y3OUHLJp4KPlCfTZAf+Ug/2/DawK9tPx3cRLtyiP7pHP+vzO84wVlQXp32cn/+WPfF9fjl+fKBbzjZoMxL9GY2z8SY9+nMB5An866syc7dD77/nbu/mDcJ/91f/83d93/wrXknmdjmNRP08WG41jo+65aX8U0GTK61Rk80898xYr7wdZ9PtMV5xjDE56DYIONr7KLRoY0O9IHjAaCFi1etpHOYVn9ncssYi/iylb7q8PE9h6fM2IxbrqqPslXwLvzkwb/dJjn+zMK87jygDB/9lSWHi/zEOn8XbUnCDZSb1bn+JCfW5tOpE31W2+Ve8c9pZ+neWk9tL95+oY3NaY6jZ8LRCuQWjzf+BjneEVov1SOPJ6iNj0zy+iuxw2inLonxqmvTkx8lEu6k6wdZNpRO7ks2f8bmYNc/eC0QbnUG719wxhkuf/S1l67Lxuk7vBjBc7HrD79ji637T02D2LrHL5uU8WxvVqwdqzdx79iXz4tt8uaqz6XTRJdLmybP4djIAQvKusI2oT2Zjcy7L319RemH6Lb9z+dKy36nhNtJ4+F6yI8/+h99+PFsYLwDZx4Wnl/h5fnLszECT2fheumlV9fVGXYc5BaKj8cv989fmTeNugpkU+RBYjlRnAzxfv65E+DDt42W0uuPRR003s+uecIOkBcbFTErTnT0ovsqPTs2LY8ncd7SrE+nYpQtsBZtWbIZMk6gWrtxDEcHf+Czm5/h0PHXd+JID3mAjs8JGU0Jp/6ixRL/rW26w9OrnW1tQDfgL+BvfOp8Q185u3yLh0w6OknyL59XPq98sB0/fWdu8J8+6eMJj1bc4ejCky/ZOmX5FD5e/HiAdnbgzJHk8xcPED9aOUwOfc2tqU/deM85oZ0PaApIv/jQmxPaxaxNHuTX6syfbJ5ydKe3Ont0geRW5+q/8vJsbH2omnXG7Lfa+Gcz47gmQ54PyTumZws2H3heX79P9+Fc3bUqvf32Oysvfqn7Zz/72Xrp3l//zd/cfWceFKbD7e45IOeDztg683Gve8jXvxXPrD2WLes3ueIpvvwJr66Us3jDi/3kb7zCl3N9spXo2Vz0y++1ng5CjOnOLr6ATydP+Gqyy++pJ6GSscC6tDrSgKa3q2nJ/GzO54OlD+3kizXfy0W+8SH/4lk6J95k1WjJ8GG1ucaPucK24uYj/4afS4tn5L4qeKGNzTmoZ0Jy6kxICZAU+DMx8Q9yBVidTDU+7ftkNUhXIuDjVQO48Asxf5yswkXnE9/uAc/014nt0hUtH5YNNHzxTB0dv0mzh2z7no5Fu3jvZQfJjxZWPPmnDfKxHEZXu93iagF5dLA2JHN0+0SDZ20+TC6XXebA95+P3OdH+rX3px0Eiub/xLmeyXHlZujGX1m2Z5H1w5kWVg/z+WYTHpsfCwuf6LCYfvKyE/DLd6+/+joX12JmoX9lPrkp3o9jY+E2j0VwLRbj+2fehvzRvCp99NrAqMmx2YmCPjYAX9HYFtewT9m5kZ+Vu8Gvwx5xyTi8Hg5wcvjYWjBtALf8mvayd+CHuPjX/BH3AF66FLa7KkCvAl8uH/zfJ2v0xvve77HBB0AWdFK793Vh97hmZ8V8yaaXTpC+s6b71FcbDzm+3vLrnzi6k8v/7PEZb3rWSe+STwcZ+TLG5QituOmunPjbPKLRhTfZbNBdrOFOPm14RbuY6sPFU2xodDZP6p98+XGrM/38PSE7Jy4bpy/Jn3zoldNeOulBb4z0jQ9oTUGPb+t4WI9d0QXLxnwYwmcMfKChUx46Hl97MsfsXLH9ZK7Gfu3Nr42M91o9Xreb/uzP/uPd3/3d39z90R/98bod/cmn+2dbbJQ+nd+uA57RKRb9L4oHfl2JGN0T+foHB/gG6CCrDuqf9dk+5cpFsup4tRs/OAV/ttHHMKZFQz/5F/34k6/4QHUsqz95H8J9XPGJ3n88K9ZrOcv+WteHfpwBl9pskDntp4e/ytI5EuqO0XvbYrx8XueSsb30zR2D5Zb+trbI97wL9+X+vNDGxgAVWEGoS0DtAo9fjSf8ClLwF6ycl4iQUycnqbWzlY78aUDigw+infaj3dcm/oi8PLdw1iUyTl0uNqjrZA196zvc8Ge7RYFuvA18eoohv/CBYtLm662++N2jNjG7+nD6s3VYmMjL+WxGpl47djFNmOnJD/aAIfjcp50BBwb9PimNsYUrf76+7RtL3gr6L7/8l7tfzde4gdtCn87Ctb+m/Wy+Nv763Fp6a/X/+Z9/uRY5C5/88EF8Tmy+TbV178MM7p1X3l4xPp7339j0sEmvRVM+/XwDH85c0wfoLuf2PHQX88mTD+WZrIWYLBpfySpOhPKlzaY2uey4HbgW8csHeIC/E65+flTHo248sqnulkm0+PNdX1vBE51suGKGi44G0M4CX6yL4foDX7zaijwoILq6fjlS45MTOvghJ9HhgvKpD58NvGhk01G7kzGd7OsnSw/Zau3sn3YXw8FbX01ncSVz9rXpLRf0g/ysra/gJYOPTLqSw5+f2gG+Cjk85VG74vjBl+7w+a42xm0q0wkvd/p8UZNtTOjLLl74DXvM0fijoClL3/o09aDzyZNX59h9cvfd+T0633zyPM2773598XsO79mzz+68EJTtfC6GclF9mzM+29ystXvcMvJk4UExLb5rLBbh+nPynfjsn3mJF9+pL57kxcB66+n91ePxiVy6469O/5K/+E5+a/Rn65bcjpFc+dLGmw42Fs76PucDtxOHuOhk1liqL76VsyWxFK35UFzpIlc71ubcsnX5LPj1bVyHuUSsQcFxbZ40vyJ4oY1NSSrRJVnAAlzJmGBOuA28ZIeXUO10lKyTDz1+uvMjnnBkg/jxaFef7XhXze+Lb0XwfBj3E4B8ZfkxclhdpVh9bTj6BsqVdnLFqkaXg/jzDw0OXbv+gx64HRsecoDZdPm5BJ+MPvdszXy6WldvZs1ddMf+Fe8SnD/Zqa++v5SZL9fi5vbM12ZDsp5HmQNFDL7x5FkY+rdut5b27SK/In4uehY8BV9l39ra1m3c6HRi55erOYCMTY6FGZ3OM8dsw3mOB53uAB+Aa4HOB3LlEQ6wizc9K2+Dz14HMXvFjJ+8AufKg5qO7CdHvzZ8hd3sxQ8X5IM+Pv1b+2jx8UcB6nSeuPw4ZeJfgtef5PEr8WsD/mjjQ1NX9Isr2ikHVw6Sd+LtXUbpabzU5gC5W4g3nfkEf8afH/wC6YofLh/jpQPu7NOpD18M9Ys5v0/f8Bi7aOYCoAMfUNOBF7BBBj6+Uyd6NvEnhxfgZY+OM270s59+eIUeOB+YfPijIzvw7DpW1ws9X52rMXOF1RWXJTMn308//Xhe/vn2ejjYmP7whz+8+2//7b/d/cmf/Mndu/OtSLfAjedrr79298rcmnLF2U+55DM9CuBLPnX8hMezYp504c7ve/yBIwPfuC25C5dcPNH0g/ypr4Y78WffCNJTOeV+W/uUx1N/1zNP3Ba88Or8Rg/O9k7K4tznrDl7iR/gI6+vluNtZ+PDGffsqIE6enrC39vfrIv//6s/L7SxMYkKtIklCWcgHI5WG0/JKgEFqy6Bt8Gm954u6TeJiEbc1QAAQABJREFUJHPqKNH5kL348PIF/Tmgd1DLz2vDsHYsFxM9Hfin3P1YDT1b1fldHGfNTv346A2XDf1K9Prp0B+mhwN5WnuTcE1Uz81McDY4wDcIio2v7NMFlq7Vet4XfL7hhm5hWovQbGRenQ2Hr2s7CdnUWPA6Ibm6ooB33/3GvHRv01eOr3xZYNkntxfGR0sGftkce+h02iTY4NjYmIt+y8qY5Dt+gOdjv0o+cvzN3iLOH33+08EuSId2i2X64ILmAP70LL6x01xIjm66yKiBuLST1xZ3evkM1HDyR584Gpt49NFu6cnnRzX+ZNWnfD6dPMuR6w88kLdyBVfhq7wXV37FS1Y7+9nRlxMFyBlcvPTmq1oB8HxunsDli7qc3OJveehLF5va8ST7RbqKK9/wBnSgK3TpgxOXTvR8wAOfD/oALl36+ZesOh450aZTAWc7WThtek+exgHNWKSbTu35sz59+wS+bl0Piq6ZhQvvIXwrkavKCz9yzr1vvPHmzI9X15WYP/qjP1q3nv5yfh7h9TmWren8fsXYT/GA8UcffTj25z1as8bwKV3L2fnDn/wujud4OhgTuGTIlZ9iO+vY6QLRtMuB8akNH8CB/KhfjuurldOGHKznIS8d7IKzPufAIk7OTx3pJ3Pr9+bf+ujxgXSGaY0/Obj8coxrG3+x4tXPl3Sp4QN063R6Fs2UYWjAs4hXM5F73nvEl2y88MZGIgu4oDqY+FRCSwIebaXkNfDhklOfSUmueh2Coy+e5NDTGU3f8ydjePGnQ/1F4MpE3w4ic8tFju4TsgW37jdf5PBqfoBw9emTDyB/8PmmbjG8x9FzxQ5n4/JoHuQDdIt10AOjZ3gfzzMt9PuEtb4xNJT7xeaye2sTP5xCZ1BbjeZErK3wxebG1w5Nan14PE7KH3zw4ZwMfeX25bl//tYsUn5z6tO1SbFBwu+WUrrkQll6R8dnLp0O0G3jpH733XfX8z357y3F+Ps5hlv/yZ9zFN0cLl509pPLFzrBzuM+YRiXc8F3C0qscNp8sBCTpUcBa4EYOjw7Cpw639gB2Ve3UKCd9JOWDbrox3faTx8cm/yzSWy88un0By5Inl6+BvEUTwsi/nzFi48cXLxsJY+/HITHC9846dMP6NBXAL5bgLvFh8sH8o2lnKDzCV2tpKN+duBv+cQQ3+kfPvzoin5xqmvjOe2dbXpPPm1gHLXTr04/PHvq/CkmOG14PPIA5Ji8uaFGo1Oxrrw8X2H0tW3Prq1jc6aJ99fYhNDlzNXD9vn82nxB4K15rubdd9+5+4v5Kvff//3f3/30pz9emxpfEvCsoJPn41lHfj3Hj9+H8mWDXv3AL37QFyx/ps9HdosrvNonjXUr/RKCU+gip4BkL7ZVlTud5NRk6p/8cPSk6+TbeXmwEy/5+Na3vS55+HjUycPfwv03YocPsF8+9MkXZ/1hmkVtn7OyQ+6evlqzZs2cWDHpT87OMUgOKf1Lhxj4PAWPMVi3oYbv/EBNbum+7Op/FfBCGxuOKhK3nB5Pwqk5Gp6TAj5xZ187GbwNRvIFffLBjcKlE38y5IPFc3W040kvEvxpO9yMxh4kY2ye7LFeOu55kK48pGfRZkMxmdFc+os1P+EdLGTh8idd6GQCPCDc+axLMe7nZq4JNLyjemxfB69vBZD3FcBpra96D8OanLMpArc+sFm+0Wvni3fbuD/cyYCuaD6puZLCNyf6Nhv0fPKJqy0+lcvvzjE59ltA9MlaqAMbHwssGr5+/VfbA8tqMvzEo7axUAygRdqmCfCJv+lPRxuHTpp9OsQPV47YIa/fxkUeTBNjQ984s/zBi6/Cr04caHj11XTKFf9BMvgUsniSw6fog/jIwaebj0E61SAdavrTrX3Lm8zJh58sWHFPzUcFxLs68ycf9dMfT7RslxO1Ej9ZOTt9R0+OHmMG+EEOLTjtoeU/3vTkizo75NHh8kUd1EbP3slHT3k5ZeDJnDFq5xcd5NJbH488wKcju/Tjy98Tr22u09n8rZa35idZJWCHTjUer2AAjiPHB9yj+fYiHjb45AONKy2uwND9xpuv3/3k937/7i/nq9x/8zd/NQ8Mf2d4t4UlM++dejQbpuJ98sSV4LkFPb7Cnf5sqef/8g3kZ/V4vvFTz9G0YoAoP/iA+myHO2s2ssOnch8+m7e+pluc8dCb3NJJdwm5fImOtzmxeCEuWPrwX/3yr5tdMtrB3kA5V8kJP+b4n/NBuvHSs/wlJLfXXMXDl2I/85idz607h09U3PN7fnVopy300z/9LwMvtLERLGgCFszpqPZtOZNRYGqFzlt5NtJR+wwejRy9J147OW3DqY8v/lM23epRtHeUhntk1jMpM+hkgbqDv372lg8jNtNhT5glvyeTXKHfxkkHXLr4hS97p+4lP/T1rZvhGQeXf/sqzfOTkj4PqbUgmHyP5hPWZ9e3g+h6PFd6ygv+oIMST+3yBUfnGF4TnQxfF31saDvBexDYLQnyZEZg8uabTh/PN6ee/1Tcp8JuV8lHc4usb129/ubeALBHL3s2AvjKn3GxgGbbZsZDiK4WwVuA2SoWsnB8VAflHh/7Chv0k1HD2TjhoXMCv/tkaOskMbzJnL4VFx3Rtcmo0ZVbu/onpDPbdIH8478iLiV9eODxZ69Y8kfNHzbElS6yIF/yIduNc3rx4VHw0APqo+OFTxdf4OGMRz7pwyuAX2iNGdt46NPOBhwoxtW5/qTr1ItkngC62Mj3dJ59suHZ0lbyL95sxAuvnX/s4UnHmXd8fAHJ1G+80RwT6OCUYQs/3WyQia+5jwde7PlRDMmSwQeMgrZc43NSfHW+1WgjYu48nmdqPGOzde4N0Hvv/e7df5zfe/q7v/6ru1/84ud3737j3dHjVRD7m0/55LOWB1rXB7ihfzq3o6wb4uML/27hxNXmnzaP1wl7Pv3tM8HDHKRn8Qwv/nuZq50dPLdFPpXk5OIEeBAP+SA7xbx0458ca1u37690XELwz/Ff+u7554o8lD5ZNciW9nO+DH1/+N3jOaes52SKqzjSpy7W5iG9gH/5GA1/ODxLz+Wbfv6lA+6rgBfe2HCwknNqE1stmJPOWfhqtOTCLeL8QbvFnbzR0seWdiX5xTd/Trz26Vfte51jey4mrMnhqEBPBk997QAdrNpXH70g6np+BT+oLi9wTZDoaCaEQhe6ks1VYz7swaWbzEPZ/rj9FLjFBvCXs/rpSF96wi/B6w9ZgAekz+VQGBstB6eFzSbD4mcT8tF8ZXt9MpiF0Dzp8nknKAsrPv1y0EIMxx5d5Ygfiqs2QLtnUeTNp0WLrbcWA7rR+UuPQidf6CSPBkdev/ncol8/Or35Sk7pyk0LCVw5ErN2BU/xssGmQiZ5NvgK2AfkAV58inZAHm924LXTHV81/vyMT4xAP1/U6UxGXf7y4ZZHH99JTz88vYDP8tH4wMuZPh3soAM0OuCKFa65kj1yQF8B2SN/8sWjphPdHATRVmf+pFe/Np7mA9xtSVadbTyNS/LFg4YP4GnOxgeXjcU0f9IXLV3ofAPk0508XFCbjko4/G4rP3r0ZH2raX95gV3HjVjEbT4+m+P/a/M+mu/c/fEf/9Fcpfmbu9///d+7+9o6XvdVWTrXsxtj2Jhs2T1X+MI2ngrcCfkEV/s53pF1F5vPC64KD1zzAC0edXa104tHOxm0U+a2nVw66tMDnutPnIPYuMs39NPGc/xbxfq79NN34eJTp6M6H+NdazU7Nn4zfuIG+SzWZKax9NFlTuI1tzoeW6vxV04fsrHyd40J+mlvdb6CPy+0scnps86XM4ElCa0ATlzyp4wTogQGeNCTD68+5fSbcNrsJKsG6Ym2kBc+X4Zpb2pGxN6kS4N0Zy9fzrr2zA6Glup0nvYR0gN/L7ckNu1qPkdL5nl5ednc6VE/tB8+UYTbG4t94PapID/y85zMyeUTnsYwOfwWzPVJYRjLGfq6FD0nJZP+1XnVuuKBQJucxqEThwOkhfd20W9xprNikffzC2TgXKFR43UydEXF25Xdp0/exkbp5MeH7dt+cJcut77KwRm/tsI3Mgp7dJDLDzg8+uwq+vBAfRY09rJJX7bww+cH2mmPDZBNNd70xR8POsCTD/FmM/vyAJLRRktOXczFdxuDfkC/nKWffL5q5wf+fFGzQS5ccunVTy9cPjQ+6Cfc6tEno053eS1/p2/lgM5kkoPTPvtkgXnX5hXuzMNiuP7kSzi5bU4XU3aLu3Egk398APGebbR05as622QcX4A+PqjRPTvz7Kmx25tOvGjYXa3Zm6/P14caG5p/+Id/uPv5z3+2XsTnlROOPZv/Pvw8GsGng5uja3Se/g7Pdnr5wc4XQfizzicSTt78+yJIplzh0a4kE59aiZ5c/eTlKTh5ot/q4Ge4s40fPsjOqRN5PcAd0yVDLln86ccm97Ny3W+GJuoV06KNnHyd8vBm02lX++SLHz6aPCRj47R4xupwPOdPMux8FfBCGxvOncCpcDlYje8MuAkGd8uzdI6uAB2oS2A4+HSom0jaJ9SvPuVPPm08i89EgWD+t/gZb/qWHD+nLK/nD9pZ+PhFckuWuYvfIhI8NzEuX9C2jMnXSc8YaNNjcReBE+zDoqTvGZv9wPGcTOdFWevtnMuYHKb3YXEsr3xjU51PxiT8im1O4BZLD5u5nAy3efYPYaK5grIXzK0PXd/CrA30s8OmhfCVucqDR98ib9Oixod/2R+ajZT82djgnf8j/9l64NizP+l2kgEt2NX0OfnQnU/80i8evNFWvNNHZw/kpz4ZoE2O7u3X5mWvE4wrSrcQrxwAvtADz6YCp9BVOzkyZ1sfwOGvkDvxxRr9rMkG+ZLd4tUvD9rkycHFc/p1tstRvGwkQ5d84YdT0LORX2o4wDa+bKjDs3Xqhq9fzOGyxX76ij99anMs/+jgh1hAeG06ykv6Tp+zD5dcvucLPfFpg2xq429+xQdX+4vsoVfSUZ/cCM//iWl+QsH1Q/HKo2NPEesPfvCDu//yX/7L3X/6T38+v9D93f1c3PCQ8XxHeXOVZxKx7M2f+X/NSR8Q3ZdaL9nbG6p8XovzOknuWE/ftAHe1Z5u+as+6fEvofmDZ8V46rjach6cPHD3vl0M9JZb7fiR64fLB3Vz4lKzeOm5xUevnsyN4t2L/5525eTss03G1bLJ+ATwcLzgO33Sz9fqcB17xXTGEI7M/YfeMfRwjtxjnS71VwVfemOT8xzSFihYibsSGo+6AUJfSapuci/phz9kmiCL/9JNzxrAocdz6s8OTfBBOvTPtn58a5IY6QOnfcvPPhmlA9VS6paMb0etCUNwAA/5+JOB46vFAM4iRG/4Tpjw6VGn6wG3Y7RpGQ/GHxN99Iyu8nd9sWj7IN+E7+N8WNDzFZVvAZugE06+xo/e1Rp8xSU3aK6cXGEsGr/EZxNio4E/3k7abME9nis9riCs9ijJtr6FlXw5hOthYQ8r02/TUF4twq70sMEv9PzAY3GGU/TFVyxobNtYwaGBcsCHpXfk6CbPn0q6ik/Nf3T8IL3pZA8fwHPqjSfZ+uwq6YquD/BV0qe+5V/MFz9a8nQnl8141WjpE5sYyJLL7smHV4zlCW8xy4++3JYrsvoKoBNPvmRbDXdCuPxI5rbmCxy9IN+KAY6uW318yt9znuLP31NHftDDhjrARxc92coftXmPJi9b9/4wk0/0nLKnLbqLMd34T/tsRMs3v9/20lyZ2VNyfxBwTLklrHjhnq9w//1//s/zgPC3l//7Cunk0G2qsUHvLntjvq4CPZsPDLOBX9+e2XvSGdiZk30Zw9pmKNGsbdebhSmkawOGfdz5oGcDtsAcGL51O2Ta8gCKbXXmz5mfeKrPvMT/GzUXZ6ElU+5ueU6by94wjNgCMsYlW2o89fMF84oAbdo2C8O0+NKRnL628TvBfHk8z0J5kWFvj0bHm2xjftrPJzz5Go7ObKVj1ZdeY9ucY4u8fCUP91XAC21sOHGW5wKQ4AG46oLvU+cpq21ATn5yC3/VaMpKwtXWb8BOfjwALTt4tdUgf8KFR9O+7w97vE0WPCD/tOMh58SONqeVbfOaVGgGFO+9b3gpGIADp/2lT34uvPq0O9zP8aM9lJkwo91PGMAtvWvB3Tlgb9810982zji0b+2l2yI0CpdOY1puLG40ufRbrOdCTl6Yrpyg2yQ4efn6dj6yC9dc0bchchVImw21eID6g9m00Pfk0gePx/M9v7reWOwEQK/SxsZbi/nnwUQbHxunladRjUc7P5wcKmigzU0xisEJRn7Y4aEFhy+ALjwAjs+NOzyc+uTRxqcmz6c1dlPj59OyNX2w/d/zPV1wIDnt+NT0Z1sfH51q+JMmVnrVbIPocHzM32zgT08n4HxBo4cMmwo9ZOHRtUH16swfNHL4yJQHNthLTzry59SVH+m8rZM5fWlO0KsEdCl4gTYf8PBHPwiXfnU4NR1w5Jo3YqUPaBcjvXjVZLvqke54yZ3jqn/m6LSfD/hPoMvPn8zZaNa67bOrwh4e/v4Pvnf3i5//Yt5N83d3P/nJT9aHh7VJGd/WMTFzY8UyJ7LPrrz4xW62VgzyM+nUV9b6Ncb9JpX++pkE2Gnje7Y2NxoPMgjJz8zccmtV2vNnVq2Vq5Xv0d3XpNeV66V2fJnYHnK57S1/jjFiEx894LZePi7K9m3ZE9PwG7f4L2HqFg5+8SIMv3+3m45FQvZvNgqLf+Vk+lPTf9o/bYVPxvivjaPY2bvKKL0/l50ybJOtoLEXPvnq5mY6+LzAsMnhNXdfWi+P3bncDF/u75fa2GSa0yUq3Bm49hl8PNXJVsNrn6DfIiE194m6bMefL8mefGcbnYwSHi75oeg+50c2qhfD/El+1ePPAgPn3+qPjfn39PoEgW9d2eD7+rd1fFGO8DZR1/NHl1E+xL/tm5QXcaohj9KpTZwLv25VzY/QWfjG7MjPouJr1/xZPJuRt+gz7RZ+f/LZPBYXL+hDWJ+uTqNEAOODp5efCh+XT6PYtxxef+P1tQnwEGL5tOHxsj3P4LDpFtJnLndPmVPs3Wu+DbUO2m3D78185iuio/vx4Ncvd69PhLMYzAFLDrDtCs7TufXW5uW16xfJP5lvXcjj48dvr5OJ37rydlT8Ti42ROQ70RSLzY352IkCnh4LPx9d4v10TgoySh4ffvgFg4tff73afFNWPsoJWQWvEzZ8PvCJPYsD3acMVSeNjvrxnTUdQbz444Fjjw/FEj8euJNX++yTV/CBFjRxaWdTG099vGIDeLO1EPMHH0BTAJwS/0Ief+DjKcb41Xwon/pBNH1y+sWp1qdbjqKFqyarXdEH5Wr3HuI69Z4y6Vs1fXumjV5zb89ButaDvUMb9+JYG4R1HA/GSZOOBZgG9pqx86DvWHrl2uhvf7YuP6AoDz6guPX09/M7T//0T/909525YuNYpO2TOX6ACyeffz5X5Byfyz/z0fzdm2R8dPvB23LhQ5n35Dx6aTZ5tNnIrJq/5sQ13gwMJLd7e07sNn7yO6/Fu3Su3A15VJG3RmOMZ82pKz+rPdTS9dI8ZwS39ZBaLYrWHBrW35iTcOykX5/C1R/bE+7WMwlb6yeykVtGxbBHWn96y9ayuhb5hVm62CgfdCv1ow3L4PbmzHwQS7wzMKvNhNtIQBaXn6szvWvNSB/0aWOzkdoQza3I2pfqUTXrV4xfQf1CG5sGmHMtSnwp6JyGq22hSC6+ZG77yZx1duD2iXgGawZiDCwf6MaTDJ0KPFx9PPlVG090NTDBk9OHr5+dZNBBPnix7zX9Ft7ES97BvT4lMDM26FLWcy8zubJBMJllRxzjQ7bR8YK1QVm0Dqg9ccgN15SdC112yC07o9NXwMsnP70VctHVJEfIokSTP5/P77d4fbfNET6LeFc3Fu82shbHHk4mym+A7Fe65eDxLIzP5vLzm/N+C78Zs08mNjNuAb2+Njbvv++NvD69zqfCx2/uW1afvXT35myM3njm5xXaNNg47JMru/vk++m8B+ONdWXl1Vf3D+m9Nb8szk8blm984+v3G6mvfe3NOXE/mo3PB6NzfxoWn4W7kxj/6BULHKBr5Wt4jT/62mhNXtjApz9Ma7F3dcjLyD65rt74JGtT46rVa7OZSgdbNhL039rUh8fb7TJ2+AWvVsjXNkb46Q2HN36fpMVBBh9+bRtBNoD+HqP94kX8dKnh6SIHwpc7/ZWb0Y0PsKOdPBy+8HQC9ECbryuvI4+/vtxGh2+DcerJNnmAxh4gS06t4I0fHxo5etXiaWzw53ebZzrDnW066SIbPh9OX/OBLQXPaRfdS+380vZTPxI5/5c9P3Q77ZfmmHnseF/3oCeHY9crHu5PYmjrg87Ob76uzffwitMcttH51je/eV0B/dXMiY/unsz7Zt5887W7d77+9t33v/+D9Y2nP//zP7/7xu/8ztieKzNzDAO3rehlx4eo9SXN8dsx3bGLz8bJrLARG/IB4t7zRc4Wz9D3VSkxGTvYvbHvRzLZJCfXcrrGcauZJA1+/q0NnFVueJi05i8b03951oK1+ZOj61bJ4dRqvjy5b4zUZLnybK2PD2s+2wqf8Cy+0bB8Ug+eazalxhOg8Yle/yTF8QfgVk2X9ggP+/I3/9Hp0DdntJvDS5beS4b+fEED9ZctvFPYao4Mw9jb+k9+9vCuMZ/61PPg9+CHRgfYNlZj9b+KPy+8sclJTnC+klMFqAbqPdn2yTs+ehbtOnANmXDPhOBNP14aX6LvJjm3MuToz9fbdvzxqRdw4jpeHAAn5Eey9bOhv2J+XmxPzlG0+Pk9sGK9cqdtgvU18cUAF+8cnPkfzkQ9c7rnCcMmVIt1mrZtsmTWZdS5R33/1fTLVrtpv+8C7m3yduVy8n63311x0hfz9Scb4Rp7taswDlA8cmHxXP4s2qfrJxd8c8q7Zz744P21+ItFGpzA8DpQtTsJOJE4qdHl9pDbSnS/9dbbd7/+2BtZH8/G6bVl8+WX/3XJ0YHXiRivk4xFfL8zY/Pyn17+4nGCx9MCIZ7yg843dTg2lPD0Ged1K2/46MFvUX/zkserNLbk2TntdiJnB6186gc71/vWV/7nV36zreQjev7nm/jR5QdOG44PyeezPmic6tNLNv14omkH+aVON5q+sSW/x8hD6PtdRvrxop+y+oDPoL46f/AX661PYhYbeYWcPj5zIX3J6SvxRmcbT3Q1m+HRjNHpyyLOH/bAKYufjbUJcFtn/u0vC5hfdE9/TtJOzPmSj0uZYbrWJ/rZzTb+cXbZlWPHFpz8/85sWraeZ/O7Tm/M7aYf3f3BH/zh3c9+9h/ufvSj37t75513Zuxt5veVRFcD/PbTOC+C2dSYA+PTXLGxMVkf5sa+2JZLKw+/eX44x4eqYVsBqNfDx9MTKz3sBGJ6WAevdW9wm29zbZ49NomuXE9eP7c+OtncwPJ3jMtFeQ03ytdGRYxDLM1Lw9I79GxCahsDmywbnMdzSy8+NXpztatgy9bInraXgWtMwy/c9WfJjD/V0MbHxtAPXsoaOfQFlz9dPOi8wB/A37WpmjY5c0Qc53xLX/5UFz93zVfA7r3thflyf15oY3OaXINSMhAmSA4LogByGG/BhSug1R+Zie5Uf98mh6ca4TPJH3w+qMHJk/5FuP4sWzd8ZMCux47t7PIHcpHu/zzPu2XC5WP9e6GzccUSavEKe4rsnbL5Wn3KwJ2l+KWQjmjJqOOZpXpNzGc+DQ2/Sb5kDuZbP/bQXMng78DJo332N8eDL2gWyHj4p80ntcXdRkNxedtvyuC3uH744f7ZBTLmlTrwLE0bE7q8mdhioMz6NLpnrkz7szkZOyHRiYdNtpyIXTHBbzHnxyefuIKx36zKnkI3/vodxMWhT0cnRPznAc9fCwJcvHSx92T08hHwSwnSX57OvjZ7anDa006Xmq0gPJ1An454tMVy4rOBn5x+PuFLF3w0vCBZsYJyGK8637XzbzHPn9PeaTO7+Zmc+oTw+cE+HJvh4ilvNk3mCoiH3JpXl/xtzOml6zYOOIAnuWwuwvyJR12caHSd+rb8jJcNzGwWnsytVVcW5Jd+c0K74wd/+rJB775F+3AlEi6fHCs9D+fDwv/4H/9j8fvByl/8/Md3f/SHP7v7xR/8weLZc3D0zW9BrZPemss73nzfP+kyeZlvNPVyOPYAm/j4DpKpje5Znp2DhZ0/9E9Z/7et9ODYY+G42Lnc/c2nvXU9yJEBxZ8P+ifA/zaI99nT4fHNrYPxtHfqMJ/WVTUbwU+2xB7f7UvHDMq93PiUV/c2r+Mmk9mrhserv3DyQo/4Lln4xmBdPNhCBJc9vCt3g08PX7U3a16t7n0uozUG8cOf7S315f++0MamgNQ5eu/K4M4BkIhzkPCRK0ErqRu5E3bR4kG655n2SurwADzgpC/EhYNXTl211ckn81CPfy7ZzBj5NuIa0YuYTn6ISw0a3GK92Fd1a7P+Io7452PK6WV9QNhmn5O7jS9bmPKnWE7e2vHUN0LrMuvIb192ffp1O65k122skV2bPrLj+6D/r0CWPieMTiT6lew6gLVtHizIe3PzZN4e/P4s0vvhXrEreC2mdGi3MdEmi+bEZKOyNgyXvfTb2PDF4q3wsc0OuQ8/9EZU88f7Rz65t1Pu6Tn9lwQ6FHrxaauLG79FLB369MRPx0nTDtKVPv18oBOkRw7qx6e+beOHA2cdH7w8KgC+mOVYO8gXfT5W9KPBaQO6KnCKPsAXrboY2QVdMcIL8iU9yeVv/sDHU508mpwEbOUL+3SRCfCnFx49HB795PXxZDM76TMHG7/mSONz2k1+6Z1j0Ye7peNyKz9dHXk0CwtaOfsNX0bWVcviLhb8fp9JqL380jHpis0f//Ef3/3VX/3lbGr+wxxbO1fGIt/FsfRceS4+9W4fJ87hEduZm8YZL7/OMrNm8e4/D22hr9u9U+M/IT3b9vNjgA++vMQLD5cv+kE86YPPx8ZbLf+nL9mAk1/yz5U50bgVVv7KZzU75erUe7bxnICWn9Xo9zKTOO36pz/46vN9mFaOiwONnBzFV52NePRBtuCDcPW/qvpLb2w4cjpaP4fVKzGXxwV71skL124//njoCG7b9dNx9rXrV9NT20SpDZ8ONx+fzf3g1Wf7GofoanLJ16aD79H1AzzJn+37zdMwrotES2DHiw/c6mOjSb4Y5s+pMzk07bMsXWN0orv3Z80zYU4jH2ufsi7r7vdOiF0O8G8Pspncxu6/p85bv4uFPL7oe3HdV3ecqB8/3m8lptHB7mRrQVVc0bEA28RYGOAccG8O7rPR6bmhl2cxee2y0cLCFn4bGcAOH+hGc0uMf6++ujc2PnH6ZXI8dLBTbOvT6NoFbz3kztzVbyFgL3oxiysfouEDbIHw6qDFjw3y8bKlDx8knz/w6YpWv9jipSv/04knvmq0Cv3yicZPuY5Wnd3GDS8cesAunBOsdpstfXgy8pgdcuGjhYM/2+hswVfQ2QHRqvHkjzY8HUH9dKnBWeMB5OhK/pSJJ7lTr/Z8NFgfMpLJJ7omknv9nsHreRO86K4QPHvUrWwfOHYM9Bqn/WqG/U1AfVdp/vqv//ruD//wD+++9e1v3b3+2hyDn3605lr26XVV1LExSu7X8vxn4+n8TpxxCrd8zSd+Tzta7fpbbq855AKR7oegG3OUB/rJuyiXbLazg5atld/x88Stzvw5aXDpJ9scTOdtPQYYWY9RkLsvc77xPPSzeVDaJo0Nsuh0ZgcuOO3WRksuPvUtfeGs39NI46kbvVi0+bN+IHrqUTbzbueX3rPsMXo4N97qyQ+2Kni+anihjc2ZAG3O5mS0AuCwYCWmA1g7wF9/6RlaOqax21cSyWSntjr7J24NxMg1KdBAfp0y4U7dhjz8lnywc+rMDl7tYnxO19Ciw5NPt76H9dY0mR37vgW2Lcajrn3K50f5I4Uubz3YFQ1+0YbHorYWgnlw2BJIz1AXPTsWs/TBkV007cvONJl6DrKhvo2TfIsveoUCNIsiKKfortpYKG1sOul38rYp0UZvo5POFdPIP/31vB9nThxyLCb89DvB6rsUT6Y8Obm6cpPOp0/xO5Htzc7Tp37I06dSGxjz2JWnPfYTxcRhc2FDtsdi5eyKiR39cssXbXh54YP2LZDJb3HFix8eDujTh/92Hp5jkRwZ8eaXGk0BcmrjQKc2HWhywwb+/D3rbC8llx6yfAVkQfLVC3nzJzv5RDf+ckhv8vHq489fvNrZjQ+Pkvxp+tZfMsmlP7l0q5PLVvrpjl995khfnvGSS6YY8cI1Dvm54hp+z168/oY3eu8xWVdWJ8VqZT9QO5sXD8SOHrA/mOznpXzzaMfnZXuPZ/6/sY4Lx943v/mtux/+8Ad3f/Zn/2ldrfGQPR2/+uW/zPMgbmXNraf598l8uBC7Dxfi0S7ebC78xHIN//ID7cxreUu2fjxLaP0x93ZOddkTKyj+ZOHyKV/QlPws1+HJfBHQg0cNqulJ1tqbvnSctpYvVxLgA3i/kE5eO1o1vvzNbvGcNPzLxjUGySeDd7Wt39Ne54N1JtjHZnxi0Ca/8stX84d/U5tJ5iZYMoMnEz9c8icuvSf9jGMp/JJ/Xmhjcx/INDicg8sXgYMrYPQKdIHWVn8RLL5JDDD0dIDks/nbdONFayIkH14dnLrCNVHXexgu5K0+cgA+v7Qrl9hzVbaek6PGuWldKZrJcEhkozgO0n1O4PIhfrizHQ8+m5rdX38XX/rzrxoelA/yDryZ4c/ZX0zXHzzgtA+3ZGd+nHgHRrrJOPmh421Bt8C++up+MZ6Dwm0nmwuX0dXA18RtVpwgbFZ86+iDwXlQ98noYkPJtjpcB1WbI31XgJwQ3JL69a+3HD/IsYu2Txx7M5tuoe+HnR/ythy8/tBdOX1BdmVJzOUKXZtfnTBsRODYkwubDHHDnfrkER1fNHa1AV40kD44POr8oAOwi/8cn/TiV+I9xxQ+m/TwF2Qn/9IFD0cuHjR24RXAFp7mCFy28McLR7Z40BSgTh4fIBfdXApnDJJV48+XxTR/kqufP9XoxVGOxCgnCn3ZgT+BDrjw9deG3Vgv/h3bSz71Xyd5NtnC710h5OXu8fUr2p98sh+8L5/m+O/+7u/Ohuab6z00f/EXf77eHuyFlnT6WvYbs7l56+23Ru/8PMl8Q4ps41oO2DvzI+ODWryf76+NrvDwBcvHq09P8vwHfE9/9Skb7tSJrh9NXTlp2Upf/PXPGq1x0L61NxbXv7F0byubeMnmU3bcqRjC3miMThBPdTh9BdzLX36c+PiyvQT6MybcIfAAsAvNznM0fpE8nPysb0XxTRkcvfEvWyMvNrz5lTl1vCfO0czuaPxK4YU2NiUq5+tz/JGgxsWCWAFfSbidmMkXkT7+9Engfg/MwwCe+iSwfslMR/h0V0fPBr5b2IO4P52edG00cRTLaYfO8Nqnf/Gp42H3nm9m2brKcuUADW+1xeOE9MDRkf7VhrtK/uKzQCjs0/fZdR84OxZVtBZZsgA9GzRrP9SbftrPJl3Jnrkgr/Dl5GUrO+T4iG7z8sorr60rKU7wNh2eu0F3GyrdTkR4xeEqjQcqP3n/wxUPPD4y3Q5xsuYjffRoe1gS4Hfp/MmTp8PvgWa/S/XOsvurX+1PJcvO5R95D2D7baqPPvpkYtu5ZIPP+UhG3Hx1kmMHtBnTj45Hmwy/tYE2oFNJl5ylXyz40AEeOPorco2HH3LCV5AM/h3XA19jh1Ybf+NMvjGEz0b88SWrBnj5CMSJTwHFTwe+9KKbq+mMjh8um+KtX+7oZYcu8aOT08ejkGtDic5WNsjD5Y8+PeSylZ/Fgx5kQx9/PPXxyg0f2ATa5PQr2fto5h8d8Y7Wae/84aFPfHQ2X3xt222q9977nRUneTH+4Affv/vb+cHKn/z0p2uD49tOaOaHl/N5HcNL3i8zNnw9ubf5LifnDxtiUtgE29/BuS02cusbOYvysGE55ciCxoP9PY6wYjN+5p1cDGYOCafmPR4P69P2Y/tEkg0F5CPfyGUT7ZZHH188284+F5y6RvvywwfVXp6HTpaO0yY8PWLjkW/5Go/40E/IB7qCJTty9DQ3tMs7HDlQvTvr7/5zjdWKbXjjo+f011Ua6yo6u+D0BZ5MkJ7yRleyy9Yw3tbJftn64Uj7d2jK4RxNdOEnkb4+JsCC1pZgdbJktNOBVwl3S0/fKZ9ddQmqrZ/ukxZdna10nvwv7yPlOX/RxRF8kV64Uw/ecPGzp4ipnPjE5cV3L81tjRFYJm79y271aSedaKYxDeHS03jc81y+5l/5N2m1xXra2Ion/rnd0nts6Eo+3uypl61rnKOrg2TZO/HRt8/7gICzQNsEwDvpOIB/9atfLfY2KvSs9+QMr3fDdIIi62qLjQzo4G8Msl/Nf7aAnHSSf/PNNyb+/aOGePjheRzv59nPIXn/y/7JBX4WWydhemwk3PIiq+8q1KvT5iPgU/Hg0eYvP4xLJye84jtjgQN4iwWdzuTFpQ3PPzrFwj4Z7WptsvrxbgvP5xAPujjJKEBdDvIjXWrAFzwVuGjipzv98MnjO20lrxYTe8Zcvm5l0BW86SzO7J8xZEedLLkTT75xzrd0syNOgEc/OHXSYRyq8WRHPPXxbP/5YHxsenfcm2fLPXq0Hwb2Usr8dgJ1W6lvHvLFS/b+9E//dD1P89PZ1Jhz8uZB2OKi97OZ57PtengOcYa5K9v4yqf6jJF/poRY9xWC59dKskr5OvPKLt+jzRFyb2c0ztUEed369NmJVw3UdJ5tfTbDL+L80U/+5L9t/4bcWiRHnsnLBzJBepOrXj6Of6evyYTTx5+MfrRyHr1abOYaKE4yvjziJLFue42zrsasb7MNPyC/+K45umxeeQqfPjT2F8+SfvDr1BX99JUuJR2X+JeuXmhjw2rOqAPOrR3d5WiBqM82/vqn7L+Fy051crf98Gr60KtPmna06NmHf3Q9TGfw4lsDYgCPAT51pif+kxYunpP20B5f518ZJQOqH/h2K3/VlezE20LaoqAW0wj4P8rX/9iXHotn/PQ2Eenm0T4IiGy7C492+Jtvt7h0oUfLuH5xnDhqxaEmb7HlnxNeelrk+2kE8uJ857V9dcfBTYfF2uX289NvOpLRZ8fi730UZOlV2GXfZoS/imdq4D/+2InSicXPMezFsvzTR4/c2ljlLzraimUc0EaDV+inWyz6fNNW69OHX197+71PmPgUOuDpUcPJAyAL0AA6fvqUcGTQgnjg8KUXPTk8QF2JH147++jZgNMWH9DPP7rFmQ089JDPBzTy8ch39sPTAYxJfHjYKU948ksdhGOvQkd+sQGqtdHztXjIRsOrTzfe7BW3Pjk6Tn/JmHMvrXm380nGW7e9MwptXwXwG2ivz9zdx4y4XZ18Y1506WcQvv/979/94Ic/vPvxj39/vY/GB4O3Z/Mrps9GD5v0rNuv64PN9MU1admrwo4x/1dg84d/ZM8yI4X5uYUHnWxx1y8/8OUrwUE95EvOV5/EHqt06ceLCh5oD35vysNfPApfzjhO+VNPkq5gJXfyRj9xp43aJ/1sl5Ozjg6Xn3w1vtHUaM/15/7T3tzsXM2ifn/MLD+G+TaGdGSrPr3a+W8u177F8w0N3NanvsXwJf680MamCXY630HMuQI7HT0PXG20Jks1HJ2nXDg86SjeaOra0dSnfyUxvDo57XyO76yzm75RTOR+YLSzf+pMR7hq/EBM8cyhMJd0HezXRNssv/UvXYF2evgKomdTzR7Au+L1kWL/X7jGAa1FHe+DrAN2xpdp98m/YGPzPD9rv5knODpP3tr5W87xjoYpjD7MjWLB75kAl8u78uE2lWdu/IaUhyT75CkmB7xNhBOENrvoTgZ0sat2MvS690/nBLFo8wnRyaKTkjervvL5fIKcnL46v2U1M3Bufc2tlFnUfv1rt3te4/jaQKnZI8teV5xctVHg2fvX8Vtc8fGXHBm+8q1+bb6jkUNTdzJkFx/58Gp65QqfQg6sOCd2PABfPPrykk949AM2+B2PvqKvBvGHiwctHu384DtAEyc5NoBaOXm08YgnW+kNr8/3npeywQXw6WdfPz3aFbLsyINawZ8O9PyH0083fcbqpOcz29rZSZY8Wvji33R5tXGZajbSaOb2zosNzMaxR7dNDbrYPUNjM/PTn/7k7k/+9I/v3vud9+bh4r2Jl+tPPnJrds+frgY9nTcKz+xYMY3CpX9Scw/8LD/5rH4oZCb/IzNoh/MCsfGPbFCbLKie1pLddrVTYgwX59QPemCsWXDl+tZH9jffpWs67JXzRZw/8cV79uPZ9cwXwc3/Yo+e3lPHvZ0rDxPiLCMPx1axZ++sy1vzWGzGG4929rJx3+fh8Ih46b/yTOaUpV8/H9R4vgjiwR8sG1c/PeTz++Sr/VXUL7SxYfh0uP5t0AVYwPi0k62d3DkQeG/hTGgy6vTc8kc78XDgpIWLbw2AA/fiy6/Ftw7obTN+NRo5AwaKXTtb2Sn+eFwOtHh8/tlMomsykgPx7N7WpU1XE0S/CaidDB6THOQD2r0f1wTVh1dadOuTLe9DXjy+mbi++rcO3OsAueTxg2ykG47OMz/RstUJNnw6JrpZrPcnkHDxZKtNCl1o2flkfkvqdZ/YMQ7YQLjigoc9pdw9nCj3cwifPXWLxzMvDuQ5qc7v2PBlEjInB5f19yLi+RtXsV77fG6ZzB7h6bycy6dhJz/+NAZqt5/YdHsEdKurE/fJXxz80wZ8NB5q+sij03kbe/zFyh+y5HqWqBM0XjS8FfrOUp7yJb6zPvm16VTjUVuAT1x+w+WDNh8VoMYH0PI5W3KXjcV08cWvbizClcdiOWPTjo+94sseHPlTNlxy/IUjw3+89IbTVtJx+o8HHo6dk48u+HgW3xi1bsBvMG42gXsTT4YOmxrvovnhj3509x/nltMvfvHz+V2nb82cfGs2jh/P2HjmzCba3DJm10Z5fBiNK4c29+uHK2c6+myz1oI9NZdp/hQTBLvgAT/Mx0k7WvHjf4hjy6WjmJfCtcGRI8anqNZ6tDQuHSs3KyfXB7krP6eNcnniaDht5Vt1euur72H82Bs3Du017552NM4c3fONmns/tviSyF4+6YfLh8aYQDrU5mGbabz5mtz6dhx9Q3MEmkfszJ919yX+/D372pVbf+DDJbuCmT9nXzu+6F9F/UIbmxJ3BgWndII5na2NHpBND1y6asf3b9Vn8vDRx1ZggOCaEPD5Uv1FMpNqH4DWgcIGyNbp82mrdvUpAxc+fff9ORrn8+Vzx3o8dNzzHX7AB3j5BPDqJy/u6PGcuP1q84dNQDSLaXpO+xs3/OtTUgfztnn6o5295BuD9OLRPiH/T144ZX899WEc8IBkZiW+e2U+ifqFbwu4E7eT6K/+9f317MpHc/VmX6VwothXT8Rpg+GqSXb2SXL77zec9mX8nSOvil8n2JliNkf8XzkbX54NL9D3QOVbcxWHPcAXtvhjAVLnt0/PcuU2F53FRTdeRRsPHQrAhyZWz+cAfXzlPv/CqcmtMrzjxDpZ8SV8edAHdIRTs6GmK1p89dUVesLjS4c48gud3njxAbhAbpKRvzZp6jYReLObz2TIthliE804s2e9Ojc9yaXrzCl+pRjiVbObDBt8UheXdj7zqZjJAnX8ZMgXixo92/s5rj33yDqOX375QX5m7/D6Cvne2Ki/8Y1v3H3rW99az9H84uc/X28M9rtOn3yy5//HH/965YJvjofJ5Ng31jPOrrK43XX5sd52LNzBP3s0dE5cf259Jn8RL//FojycC4iLTfxnPrJ34vDuVLfOr9V6mdipfJh75AH5U8fZzsZiPP7wBeSXdnrU8MlmB88GPmx+fXT6yIB7eZ2hofu3/q9q+40cZCNd8OnRfnXWkTGy7Cx9l83f5jMZPt1/02n6bY7h3T1Q0AE9YPmBNvrrZ+/ERVtM8+eUj+/0DV88yXyZ+oU2Ni0kBcQhyYB3UMLDFQAHG9hoJz0cHnDKxWdSaAe18d7KwaUTf7za8Z81upKNWb5ms+GAfVg8yLJzGwc9J9RX10anP1z21PvDxtge/n3l5iHG9JJLfslc+tILl+/ZXA+FOfiug6mFPZ2eE1p6Q0zdgRcqf8svvCHaz9g8XO7PN/x05EO+pmfL74XwjDJ68qcf5dwnxfjQt53ROIuvH5X0jYL1aWN8cCIzD9l/Y66QvPP1r9/97//9v+f21K/m5PJ0vtn0r1yZqx2+Rv7KbAw+XCcdOVJGcKifz4PH+x065rWTqVqhl1+doD6bHyD0w3cr1VcOnszX0/E4gXZVhW7ybpvRYVOlpsfPQvTNluXDeFCc+9stO7fp5A/d5JVOoPkoV3D4ARv0hfv12NZWOsmjpy/b9PEnG/RowzVe1XQBG61w+tqAXPh4izU/+HsW/PriZRuQwW9TZ2OCrp/varhqJ+riyW50uhpTttBPntNf7Qo/tE+b9NDLL77qq9OnhgP8Lh464OnLPtwJ8Pg/n3m2LpMM0Q/Y7ncmTc7mai862zbL5pyvaNtUu0r5i1/8Ym47/fTuO9/5zrp1i88c8MOUvvr95IlbZDY1e6Pz5ptvrdhcxeGXYwpYV3x5YCKfBMjxnKyXr8ZY3mcuzjcDnaR3jsff2ci4O/TyPMTsm0zWj/KoBoVrnODEX70Y5s/FetR7PCblvFk6HCvJNZ/JN07/Vhst4Hvjlo/NmfTjjZZcv/XnHCIH2+7mW+1L5v7bvmNnZeD6I8bzXWbpZUfJh/B0rjhHjzlUv/muBuHXbbq5ynX/nOjIr6s1l3582VjnkMHDpUN7bYAWZsdVDtQ4hUIH2+tcQebyPT3Vt7rhvwp4oY2NAS8YTmg7qM4DdQV5JeS2TUbgCpoS7hwcdgTeBMMP4CTt1LsI86eBPGnaZNegXG04BZwyCwc9I4Q/mWzyJV1k41GDckNPNPwWUHaKJdtrFizR8cdEuCYnXXjw03PPP/hstUjSe9rSjz99Jw+ahXX/GvaDz+llW7t81ydn4VgbsGVDflBbxHYn+06YwKIIR58rxxPpmv1Lj1zPYjhr3/xK8T5prqvLY4tyS6gF99k1U7ePfNtXSOh3OfrpbHw+9enyypnL5cCC/dr8kvCcA+5ef/J4Njfz8wxzrMudE97LI/tkrrBo++mEJyPnJProkReN7edWXh37Lrn/+qlPtb6RtZ/5cJJx4vif//N/3b02V2iMlYcux+N1tcbx4ETy3//7f19XZPTxsy0XxgCYG3L1eJx8fR7w9C0vz/A4+UwSrg3vLFzXHHoy8eAl92yee1gPAeIcnXL6aOys8Rs7bDnJFa+XuX08V5LIvjwnQHyvTy1vfFqL2TV/0NjkhzFsPPtF8nKtRns6/GKkT3/Nn2s80v/KnGTh2V90CRiQc9A81ZYf/TY1dJPpdiJ6m0P8Ab/ZQ2fH2JLNBzrFhM+VsmjJ0dNxSn7FNDnkhzyiqRU65YYt8itHU786/UFeYzRjPfblEh8w7eUarJ/84LPZPr927ws+fq17sr9evjcXS9YmnB/b3/3eG/Zc+aD7jTf3T4R4Y/Ab8629b19XZ1yl+b3f+701Dz1XUz4/m1jM+2fPzKFZm8bas89n3o8/jpfPZoPzyitP7l6fjT877rHO7F5r1D5erQMzHkPiw3rJ24zNeqZt/GbHceuK51rXhuYWrcjdwnXV5gpfCha4QhRsmnGkZ7waGzNrli9yjr78Gn02TXIGx/5+xxQbzhdbB72bH9/4Pv4pO4d7vtzSt529jpt3yalP3nxeOKlavmabf3uc8U1v6XGbr5M+7CjctPm73jM2evgH8vP0Iftw5uEEPZHu2D6fD28GZvk/yJfN/aHBfz7rRXE9nnw/fWk2Q4hi4sY0Z2DXeA5lyfHfVcHiNh0W56q1N+jGs3yevjn+uXLlDyffz0IGFO/qfMk/L7SxKdG/zXb009FwyZTcBgi+YLWjV598t7zR2ChJ1fHWx5vOcHjAc/gZpXbVm3pDDzl19g/UPS5avp39k38EtswM8p5ne7DxK+RNDm1+3k4UuuCzUywW5tOmRaavln8yX0kOyKVb/UXtxXstSMMy9mD2QZ58souyGZZfC38dbOtH8NbRtHU4wNchPPzZncY68OHhWgTEddrQdrJY8c5Nf7UTjxrsTcqjuUry1pwcnqwrIzYObhPtd+GYM66c7IXIswWP5yHKpW/ZkvOdW1d7ZgiWfYsJEQupzYo8W7g//ng2cyNng+NXu+XFczVuBeDh295E7dtfxhEe32hbJ0m6ncTw8l+M1fj4Bgd8AvYJHS9dZNcmY2rtPmnDkcsftO3zPgnRVczVeED5bv7RYWOAjpZdcvxQ8KBlkx4x8Ro9uXxQ04l22iVHRzaKHx4OjS4y2uHVcOGTU0fDz6fkqosTH935Gl3fZjHfs08OzkaDnfwTkznKFjq8dvN22ZjMPJ359WxOIE+euJLogfQdk+dfyO287o3Bfr7LXHg0c3rm19ffXX6aax4KdoXm53PLyYP12eZ/+dixjAUPBK+578Ti+Nk6P58Nf/jJ8Bx/cutEN2Mx/CuPo885e99aMrLkb9eOS254xZl+c10byEf5KmeLMPboZNfBtjYI6yoRKjzbQ+PD5Ruc2KADccCxsWmbyBYIpwbbz4dcrfG5FJ46lu0lsf8kp2dd2D7SufXCO9FTtXOmZh9l86Uzn1BAPsCffob34WZ9KFn693GHj78+8Fg/xfuc/vm0toaVzJW/7C65kclednb/Gse1Adof0tBFYN0T+eovvbx/AHrLe9hsqL8qeKGNDeNf5ETBRKuGF5CDStsBiqboK6A6WvLRzn6yaOGThwPpRo9nU/bfW1x81aNgDRLueNMJp33PCzGQD9HgTp5TD9pQ72XWQX0dfPjoaBKc+pbUkbv0nzUeMk1QbWX+LJ3rNDrtWYdmcm9cvp11dtO9LrXOj+vpb3V77PKpg4dd5cSj2VStTyQjP5bX/2XvimfrvXSOAZtLPiyZkVg5WrJCebCdnaVLZwC9ucYXC7wTho2AE4WNjU/AardPbHZsINan7vGthd283Xn0Bt59C4buzz7dt6jo5ddr860o38T68P15aeDIwNOL5lbTL3/5y/sTGz/pXCew0eWk/v77+3088J1wy0d9tGLjA3wvWmMPjgw8nSAf0MXmpEyPHOArR2RBNrTpUsSwYh4ZkC3tbJKja10Jm1r/lFk2Jy/04avgaVxPW/Dpjn76yv944iPPDv5TJt/4C48fiL8+2ew35njSddpAD09H+l3N8mzCOoFd+ugEauPdOkgeTkx0fPrI5nP8mudWnKh6g7Crj3jJvTG/nm2D/vLL+8rPXBSZjfUb61tNX3/363c/mgeDf/zjH99997vfnTn39tibDZVN6Fy1+nTk+Wnsdpw2WXue67utdLm6/F/+WZ/WZmWFcP+n/JEDarrhT9rZxrPtyP0+rpfwc+2NOf8aKmaWrsue9qkvvfD84DsIr4bPR3S86cGrfVvLeXbShUc73uTo3viJk67J2/rq98S3YGQWesmyNWVtKuVlZK058y976a3+IpvhRsO9T+HYPHOxYr/m3D0PX6bw8LSjXTzaay4sv+m8bHH/ot3ThwdO3k55vgBRs63gU+ovhq/ozwttbO6TcjjBwZW4qQsSDlTf4gvoDC5cSUk+3dHpCncrT+b0sXay+RMef75pL7rkTzueUwbu5CfzRZCPt7zpXDJ29pc+o96zIvGcdrPxRfrwJ9PCSdZVgwnoYTGdCWezQIcXKbpFnuxZk82O9r0f48TiW4dhHj2MMQxePI0PnI3J+qTnio+yjnUHFeqG5LLlIN//92uh390AAEAASURBVDzKv/j1QfGGJ6/w34nGJ5auYpBxK8PJxJUWtzIUJ3+bHO19RcXtmv1jmh9/Mres5hmGfULZJ2T6P33508X7bK7U8GFdObFRmEv4bvOxYzNjs+ST9N5g7IWykyF/OkHj1+cr/+Svkx79aPGLdfmwbvnsBayTJtqKfXwhp22Twz8x6tOtdJIrX2jagG2Q3Wo8fFSfcURXk1XSB7fiGX20Z4/+fMkemVPXkrv01RaXkq9kyKOThVeD9IXDk1w4fMlmGy1cOvJR3qJlhw4WXRUF+aOdrzaV+M0x406HIo90jmMSTmTk58rYHL+vPvHmaw9P7w+E+F+dW6y+ov2tb3/z7nvf/d7dj38075/5+jvra9w2NHhXjiYvT+fBYJ/Y97edjKnjX/7MM+3tr5FxJUG94p2bTy6lrjwslzaNfPnj55lD/fKnTU/A7627k9mmXOGusNdtpwSWHePC3uRwbpvZ95XvfKifWP7kx7a7qfy5lYs/eXWyxjC6+otkoye3nJ1UdUVqBbaUryQusniUTbvWQ2Ryvm7mf4lZsjvPmuHzBa52vuDRru8DJXPPJp7k1X5RfDtCywOgxXfqxrGuNs38Wc97TR9fx8Wm7/VQOx21bfiWH1Of45Kf+L4KeKGNTYGeDoRr4pwB5XQ8auXkxa8Itjb9tzJw0dOj/3+D9MSbnRNfW71U8mkbXH48T3/e5pbZMWQDLjw1/5Z8/nf7K+10nXLaTYja2aNDTpUWUvdXR0Hq7/O7PhFaOO4pv9m4tS0nJrUHDrdPe4HSzgf1KUcrunvwLUrTe85Y8qeOzTC6sI7ORz79cOACbXHKBXltOCWcGt7GBt7JA2iDTk5O+DY5NiCu2njW5oMP/nU2OfubVM/mQsq6TTDPP+x7+PTtqy1OIJ98/NmSlfPtxx4HV3caK3rRPdAJjw/AAf133nlv9S0S4fnkZGhT1CJr8xXgczVILPKA3wkTXhGrTY1NE55OqNryga6UQzLabOGJzl72s62vJE+2K0Lw5T85fSMgVj6q2VJAuujTBmTQ8wUun5Itx/Da6vjU/GJLAXjoD5e+U45ucunTJ6NPjj/a9dHvYdp6NiP4gHgBWXrh0cnn39bJRg/A7zz4cPK1mZ9vz+8zGUvz4b3f/cZ6B81PfvLTu9997727r82PUXoPjStFfifNHF6bIS/k8+D93OIC25Y5d+VqNjbi5teO33jsY3Z9MrdGrHiaJzv/xXvWi294xUSXvjYot/sqqOygL9Lii59MvOPF4jGcCz8yrmaRiwce1N8a9184hQ/4bsc73x5if5DDf8ahn45bWja5ssuef2ut5Dy/DyC/4xfrdb7DM3ic66r4F8R4qPiNpg+N66Hji8LGmRMbWxvucrL6Y8PoeAZmOX6jNfnqpXNtfPc88uJGa8g6buV45pBc4rvHj+4d79ia42ed3+ZYoDMf1fHcuPDC3S+1sTkDzgO48OHU4dSCKAEnXoIK8OTTPkv66Kid3ELMn7Nf+1YH/FlO2SaBwQJkQfwmffbhomcjPjWIrt+BdhHWpFpy+JThMfFAutOXfrY7MOM7eaLx/8Qnv19pvj6O3dOzdc8zMRcj3D5QJ2fj5cO94gc/2Ux2OX/5T+89TPu5/sVDDuTD6mzUbg4dT3FrZ+/Ul/1wfjEczoG2Diy5nROLBR6UJyeLNjhoH3301mxyPphbS/NTB/Mw5fvvP1knCz+K6Zsi5qoNipeeffD+bDrmpOJTMLteU+/HBRW3p+CVN97wsK75tPs+nfpGigeVfZpm3wnQ5kScdKn5vj+xXw8FDy7AY1yAtnicIMtV8ug2V+hwihjUeIEaPT3a8cOVR+2Tf3Xmz4mXQyUcHrY8KBuOffqr2+zkx2k/X+kMD4dXoRNeG6jR4cmESzY5ffnVZx+vvkK2Wps+BY/NJZn0wWurP/rog/UtucnIyG+8X4JHs+Fwu8mDtTYp5oB55GcLHpsPo/OVmVOu8HlXkltJ5oWN6e/Mbzr94Pvfv/ve9747V2q+tX7jyZuDrRrrqBz7ThzrYdGnjpXxYOa/uF7ykOjE0HibI37t28OkRrN8jPjwPcynB/zDuh5urQEjS+9Z5BrEd9K0g9pnnX+bZ3m2dM8fYd6fvMnQnyz+s33aoAXtls4WSI86wFu/Gs0Ypyt9cHh27sbayh++rXs5PrJ49rM325/7KzrGb2iPRo6ve6we4skO+drVfALLx8veyadt/MGao3y4+Nc5ZvmOyvbOkXgWyBnKyKSTXR9SxVbcm3nzoeNFi75k4Okdmi8ZmDvpTf42pvAvUr/QxiZDt46YKGcw8akLIhm82vAWD3LgnGz1k003PNnka8MHeLMBlw68aMmo48MD4ObPbs9fgwAWfrX2n/hDLd9H97KV/FXHq6anPtk1wRYf2iCu4+vki/+stcsX3vwTn0ncRFo76VmMi5PNtYD7NDm2wmeP3nKdjTNn+3bZ5SRlByQLRR/d9wfULOgOYJL4biFc9WhYftAhR/lXnOTxOnBPWnbJBeItz2T4FF+y5U3fZuatt9+4e/NDVzq8GfjDdVLyrSobGxsV34Yyd21q3nn97XWFZ2bLeqeE94K4OvLmm/ur3fzwNW+29+2g/RXz8uwE14kVzkZmxT0xOAFqq09f8bHPpkWyW2dOhK6c0Kemi00bJidI+DY/8HLRMbjGavQCOeNvfuDR54NSfsORZUufDXTtYtRPBzxID/5iQ0uObHjy4slOeunJF+38pgNeH5xxZg9OXvHiU+hdJ/6hodOh8F0Jsk8WFItvnn267NooycPDMe+qi3GwMfr0UxvYfWXszVffuHtt/PDtOxsTV+HemR9d9dzMe++9e/ft73xvbWjee+8bd1+f1xfYiPsG1Gef/nq+QecK0GymZ75ZPtaXA8Yn/gB+Vue/OD2U/Mqr+zgQg7J5d/353GIt99GF2lWGfTJ+mAtnHrIXTr9xYCO98BYhetVujT0A3Whqa8CM44SUzuLLN3JwSmMD59toeMoDemNqfOH1T8B/6srncM2fdObTCPk/RRx7c3PGJ87zweL9QWd8m3/r6/ND73yTT2zmT/b4ip4/swIMzyDXn4cxzy98C4aOLbmXPS8zfbek4lGveT+1cweb2S9vPhi/8ni/6HTpmvmkPvnY0z/9rI9WTrXJFq/+l4WHo/TfoamD//6gF9DIOyAt5uPlSkwJobqgtQVn4YAL6IRX4KOxcYtPV/r1tU+45xl5VtbDXOpD/2mDrH64R/PWzpccTDOwSj5Mw4y6x2cn+ucW9NHFHzEmn97TDhl8Kw4ZZP/yA186tfPh1BNOfUI8zyan58k8fWo8698Vs37+nHzaxiA6O9puzUyCpmfkN67aQZ+O5ggZvF2N0k/n0iCvOPJt8c8l/LmvPshlBu2Wx7w550jycM0JuJWj0am9ivly9OnFv/3aB7MTlE3N+or2xPTBXK35X//z/6yfa/B8gk/Tfj5h1x/Pwj2/Jj4nrX/+5/9nToBOmG+vExu6xeyTeVbHCcklfhuMrszw1QnbfLExwCMuDzU7EaH72q7bUXLbxgXNN2LG89HltteeT2RtWOjEKy4nb/qDctNxKCeADCh/arQ9fou0fILjP1vpTyfcLcj/GoORayNBHtAVnb1AW+ET++TaOLGhkBMDPjz6ar4oaOToUOSvXLCbfnJ0kyXj6ha6HKttROD06cV3tuH4Y4zenKsortrlQ/6MmrG/N2bvvPP22PZczb4at3yavtOM9ne+/e27n/zkx3c//OGPZiPzzro68+5sclZunQPn20GfzqbGqK3nJ+akP8O/jun1d52odibLjZOoE+6urdmT9+uElo/y4GCzbuwXeDYaew3Sc5WneVO+4eWp3NBXQeMTWr7JBbo+cHwkz742+tbPJ/I4N03rBOMqztM+WXoUQF99fNrbp+17fOlNXp389nmvFfjTmcxa5Ua3r1K3KeMzvjV2w6idfQ+IP9CsO8O3vjH24Pfa6IhhivPL0ysu8QJjOJGv9q0/kPjYNv/ZNXbj0kq9dfyl63bkGc/ylc2BPQYP63X+L+L8OfOWjmROHjixNHdu5RqLZL5M/UIbGwZzSu1ktVJQDXclpbpknIkXiL4CoiUDt/Rf+s4JhtbkiE8drCSavBD8Gh3Jb9S2eeqHXzzDvxaJzXLvI163M5JPNv/5k40zlmz/toFberan4+ssPsvC/oMG6NXOVvjsbO6dw3gW7ood7szX8nVwYNm/7JztaItp/ji+sZG6ryPe1Kc9B4n+elh56vyrXleWRr7+un2Wvov/0WwUzvjxVoorejUVtatTK6s7jt+cq3jWeybmkzbdFgYHo2cdXpkfuPzw667OfHT3L//y/no42KKsOMH4NfGXh1fM5PbtH1cDPFeyT6z8dlIErvzsl6zdXc/fzO/0zAkfj0/tnZDZgxeHQj8dftjQFSTR8JWf8OaLvg8a68PGcDhhZptvdNPVZsHJgRwaHej46QnwowM0fXT8+smHx6etoHn+A7++GLSzl8/0KIGY0Mjg1Qb62c0XdPhs1C42ctnJNj8AXY0bmryo4dKjPn1hLzo/v/bWm3MIG3tj4d1GrQk7B/jpteE0Htpq+HfnCo2vbb83X9H2S9vf//53Z1Pzjdno+jr/PvC8lG8imPxM/NPaccvXtR4Olo87fxu/NzKbd18hkLsZuxlGfJt3t+VhweA7gW4b5sDDibwxUG/6Q84vDfd6L4Vjkw7juueNmmybGr7VtlkX4KR/cCKd7nTE+RDfbucLXcYL5Je23KIpQeOZLHz09LPnRJwu+PhqZ09Ynj1c38ZYXNv37e+D7u3jFc/9OF0CUy0/7/Oz8cvW/0vcnS7LcmNZYuZM5lBdlalWt2Qm/ZPeUibT68pk3eqsZCZnUuvbGysCJ3iZVXWTpca9HgD2sPYAOBzh4RGntkPSZ7c+PJ6tCR0y+iOW9MkO7olfe2Tkn+OzrkfXRe+UkUn7xipPXlgazBB7hwm/PlW2th79NlKX1/pi/d3N99rYmCj3YHdxcYI34a3rYZOr3+CbtPKK2f4kLoPQfvWKga+0ns55KXYx7n7blZ++jomR2GzU/JKsnXB9qqznM1Z0Jxf84t1+1G7r6lS2eGJDY+ujXBz5kIiGXWw+kFFaT+d6qR145BWylb/bxR2d2MJ7QzsxwUBvCXT6B3dOobRbv/hXPLodvxhi7Wgs6vgXUFZmAUpdf8gzOH5eftAcPY2U5qe0ytcHdctNq53y1cu3OModLTTzYB82/qc/fvrBf/jh93On5ne/+3Lurvz+93+eDYyNgA3Mn//im1X5JkqUxO6iqrjQwWLXBQ3f4fz55pu96+Ac6sbGnSJy//W//te5eMJwQYRHRr7wv883tthxwFLgaJMV02zMcuFlG49dWL2jQ8YmrD4PSF7uHLEHsxi1qaYH1+H5kNqAQ4/OlNRtq+m2kHMoN53v8PioqPErXx5aMflDrrnXV8g4xEFPu/TS4LIpt/DgaDvwGpvc6Rt3G1Tj+/t8pPTXPHPlTow7b/j0YdP3A4x7Afkwuf98PlbyI47+htP/nB/Q+0//ybMz/3E+tnTH0CbfnVHnTaKZ10QRl70BMpfC8/MLOLFj3irzUUi60t67NOj9Mce9kxt9REJTdWy2Pw/MP+jENr9yIp/Nqb5D4cP6QX5poUJZug1V6Hs3Y2nuUix/z7N5Uxk5F8zZXMzpSG83dMWvLXV9KK22jW/nwtpla/3UN5bVrU6c24v18R9Gbd4YA3S9bEywcxi3BELe3ECThwOZWp6eH9+UbkByVoxebRormdS/5+ti7xjeY3HLMeh6Vj06PSauMzYM0KtNMjfOIwdkOJvahqh6Ex1aCr3aGMJ5QVPqq3bttUb7Ncp7bWw40cMJ+5OBz0CiNaA62rrOlq9+DfDmVV5d3F/CIkP3tcDvgL62b9nBLwFODheg2sWq7dYV78LVfmv+kC1GJ0b9KT8CO7XmwbFnXotTff6/xohXvFd5srf83WZzyiyKi1H+7TOZVxue2A/y/MPXUppftcKv0uZdT2iDJS8j8fbltj8xHR/3XVqW8LMhgPFablrtosGsD3RuGt6rzfYjGXsbGzwXR38M05xw8fJ3c1zUPDjseQebDB9BOP6aOyuf/+nP+XXffBSU27wuXvThkHN3xYXQx1MepJ3P/8Nb/j4P44LoDo0yF8P0nWf0XHCb48bnY4/OQ3LlN3YbJPjdIPR5G9jocNX7MdmOG2x8GPfGgR088mr21Io4yZJpwasOmo/giglD6bhoo82akvGr3drpOKurUz/okkNv/Hg7ds+/6s4Xcalrn66CxrY8wWkfjy947q7UDjky7EmBX9n1QO4/5Ztvn+RjJfMETj96/F1+HdhzVuaEP8z6T//4T9nI/I/zMaOvbv9DxumL/CmOjzI3zLXv86Dx93lGR5rc+XEumJub7UzQeY4jpJyTzrq+4d7hsK74R8UmaM8H+nFp/J04aI4QwWdBmg3YyLJIbwWbYzWM5oN2c7o5WU+DFI4cxf9Z5zZf5F3gl78135/+hxXy2kHf8VW31Kf6oe74lzb6oOJv5em/ylUerzije9m99ckpZFtr7rVQY+f3ssXnaHx05G9IqQ9/6uo9463vne+zLp611kbDfMEjV5nZdxwDc1clczUCjxxMjPxZFx5x6N5xH/by4cWuGRWrOdZXMm/zsKjvylfx/j3r99rYCKBBTEBJloTdNAG9ndw/D6Pyr0l87f9c81+m3Bh/qw2JnzMZ0p6dtiEzwTI2vXCT4y+sVzw8pfFsbyeHdnU68fSVwYvtwWPJpDn4lSVXe9p3qT9klYWFbVIt3j0GtdsdN3nxFb/1Yh0fB2t9QK/NUOYfmlL6xJB+sdQ9hPfOcvLq4iGIuaBF0Mm4J2186ar9DgA2e9QusbbVLaXJi4uS/s1f/2PXP2aT27147bsrF8rFwPOuPD9hn4uUuxTzsU+eo/kf8ovOf/GQcTYMfuXYhoY9d3G0fTMG5m50zi8Q/2AT8dPg2GD86U9/Gh0XU5snftk4KWgdV/7oe16Dw55zw2uBNXkNgU3yiou7OPiA7yItDhs2Gx32xI4343Hy1DzDgIVHDr2y6GxV9jk/d9Gt7/xW9MlsXncjVF/5p5CFR6Z+6St8R4PT+OjXB7W4eqHWh+OgS0ebDbWNR33343fOEmOLZ076SHJtP+/EwFR+zDNh/zF3X3zbTfGslY2luzB/+MM++Gtz4xeB3aXhl+Jd/Ue58zLf2PvSR4sZw9zJ+DS44wuh2M9L/u9mZO4sx4y5OncA3FGhN3lZWT5TgzH1uYuw/oc2H/OQfVvG++QUIgzF/OzYlTa+nXFYG5vXttcOfYip839+LiJ3X/bPgyPz3ylOpvbg5AJKJfyPZpMgFxE5BX3xN74hw4cxOTnrwplbvvQQ9iOe1xhgDd44s2PhelAbt3x9eOgg8DWVj4bmjlieluGNu2ToCmiH2KY/vuauUTLtBkEYIYud3AbL7muspT3okW27vKYKoty6SmgbwxaZGodKSE1faT2dvPQctSYbvuWvbGVa8x2/MZT+/1f9XhubOlznnYylcbz0CcJA+jeBuohvaJVXt03GoZSm/QYP4RQyLXcbTd9AtNwY2h1cbYdC54EzdMS1PwJ5uWVhkC+tWDdO8fDudvtOgMEwtY9MeWxWp/ZLI6Os7MotqfTS2B2twRpb7AxpgnvjP/7YBEOotWb0ZgG1wIXXW8gLNYiaU2pH5xljTt55R7Iyj1c203GB6ckzcfEzPG3vhn+prF+dY8/xID+xpK6M/rsW5zey5uvEzq+dR5/kGwDeNUd99GG4iPnoyV9WdmHzLISv3/6HD/7wwVf/6EHffQDYRzx+8+Gv+V2c3dj468kfPB5I5dPnn/vr3vv3obqR+ObrPJA8z2vsRdpmpKV3C9Tf5ReQGxM+PHkUsztd1tfmIcS567Cbof1YRd7JKvzTpi+m1vQ39r11zy7ZexPUHN8bh9LEND4Gt+MsHvzZWCSffX6N/r2RqT+DFR9/fNm88dHBx30gdzdbMBR2bSDwjZc7KNp+YOzzbGLEwIfm9Le/8U04vxBMb3+lGZYYyLgb86G5EFxyNj9q88P+8j/nIyXfqmPzD3/4w9yR+Z/yMLANqk1Ocy+eyUvs2Kx4F56ZlxMr8zW/LOzuDxv7kwU7x1wQ+W4c05jzhspcTNMbfYSUERP/uYguMTbO5gYOmbsM9iHAGrycDP2YhdktO0fkXRHL4i2g/rPQJ5c4c0WEOb5FhhR/1u5TB7++FcvXjEchOuRnvaQP5xyTESdv+EMb/Ng+gLx79bP4reUcNm/IK3jr4/a9ds6hj24U1P4cRaR1cgSj/YsGez5i0jjloZP+7ePdJso/fpnXCl/HVtqNYRjxq/4/ajS5SOnY6ZV222r7IVfdwY1Wau4XGyYdPjQ39af0YpZO59+jvNfGRkItPg5tD5lJrmDmdulc9RKkOkUQ6P4CrcBKa5ClzQAd+WbL0ODD6EA+5NkLvfwBvl7QZ1DYP/QmdHwNbXaf4U85vrE5Ps9Oe9uwapcf2mpysAavOHAv/oLXxHMaFLO4JNpW37429vVr/S1Slr+NIwQny5yUfElfLPPqFnB4umQ0emK5ZT6FSsZsTuxsJMb+qpwTnYDTj335oDUvg+1W87zLmrzgkYtEBHdBdjLl3bIF7jEimjs+5pMyYzbk1R/ieWleFhNuxyoYcK4x0G7eYJNV0F1Q7gtf6WpyM57ZsMjFjvP6BUJ/Lo7n4eLZ7OXzchdCFn5IjtjzcYM7JuRh+gjIO3+/jeOi6g7M17mLo3z1VR7y/erbyPwlG4bv8m7+jyP733Ln5ss//zkPpf6HwXJH5vt8TXg+Psq42Rx88cXGOdevLKLf5pta+xXX3Jnx0/vj9MY9dwDyUccnH+dOThS+y90jF9vxL3/lPAHPnRtp/Oqr/RaQuw4Cc4H84fu9MIpLaS7VDnE7Nmd7bmjz1+GuUH8N2sc6eHJik+Rh6W78ek6JT1u+XCCMmVkRtRg3E/NLzXkom282HJ9+Zk3I+RghD2X/kD/waNNik2DMPcAO87NsRDK6E7dYzUnPxdhIfp67cB8nzm/nzlo+wku+bFTk/pPM3+8j87tsflyQbXzkwnzQ9i21//1//98S5/4oogeB/5jNTe/MdA6qv4tfarqffpKNVzbC7tzYILlbM+/qEyPf05kYyTvcrZnzVz/x+pFgY2T+KSOTuNxl0VaMz9vTzpit7Io4l6wF57wxbyNAz5qybTgZjxmAxcSvX2v3rDVjlcweeY0x6wc70xvsh29pwC0WeucBG3LzYTZIq8/PxRC1eeBfmskL+2HaTM3c2TfexW3NljmooN3167OUeHxwVK44fFTKtx78mA1c1+HRofcYBz6awMZwVLOpX1z9ybUoD3N8O3ZhJUPzrVR0tsdu6spBapvNtr1xmLt8h0ZXLrlQnPVmX+XHMf6HpIbVI5ZH99YZXy5fb17bN+b4drDL/zXq99rYSMV87907Qf8SrP73SYKTdP6pDVaCnGBD7Q+kmX+SvxdY/PTP5AhU8PaEkri5EErmS4IF36RoS5aC1uSqh34SXd5dR2F0ZpGIfn3N3FwnDyYdh2LhfmAf/rzzevGxF87qVsYk6kSCo1gkP8rXFGaqMMNWeLdNco1Tm4/U99agJMrl+ujk1p6/mDu+p++LhCcOUu5CRHtMqf339UPvSj046OSziLGx30ygVZ/4LQ+bF37+mL8OLB5z4PHOLKButuA7JXMKpUP354WMvCgzDhOPjOwiXvpglQf3apPBr0z7cq9U1ti8Sw4tDIKJZyyPnhcXZiwbebnqX7wVE1l/BHPtykuCjsmPU3cefPYP+bjp9z9+8Id//EPk8w2hc8fDhdfdna/zXM1/+9P/+8Gf/lv+ureNgGcxcnw1vzj7xQdfna9wf5cUfZeHjX3L6vNcTI3T/PHN+GAe/TYX5s/y+yQuzOL9XX5j58/ZHH2SC/cn+fjs+1zs1V/mh+Q+yAX72++/mcX0i1yMv//Jx1D716Q//tRiueGbPYKeOx6Z/7/LL92S+/bbXULYEbs88713Y7QVF39x2tS4A2Gt8C2y+SvY4ZOni/YP+VhPzjYv+Xp27nyMzg/5an30zS88cdsofZ07Wz7m++359tBcnOPP/CXzb7OWZLg+zWbh82xQNgrnMH8zRNkw+RHFzx5/DT7fVoqcA97YC9Zvs/mbZ5WC8GE2er/JBdGGx99u4oOPl9yp8ZHTH//4h8G3dtHfN3W7aZGLnePZzIQvh1Pk2blrM+1fNso5k9LKOZic7AbbXI9c4nc2abpQGfOR0X4APuf6zsnIHN7M8eiq9yhv5zyxkc0UNk/N7bHFTn47+sEPxl2KrxbjE58UW4mF5wGzEmh7VeiQV7d90+dcpBR5+iOT3j4Mbe2hu3jZXk/bXabRMwFS6o82fev4TasMnrh9kSSNc97vprrr9i17Y9y+r09sjfTYJKuQg3Wv5+N95mMYcz5aJmXcfJhrZXT9lg+azQ/uxP8Yx8WGzw6J2kNzDrXPvtIavQe6Nv/kSKlcGutb8m3z3c0bGXN01sa0xQWjem3fNugUv/Jov0Z5r42N4BQJH8ddq+Q0LwZTQsKakw1fMJPlqM0GZoQHwpClYaiSjNAbOD0/9dyn+NEHd9XmtZPiYSPUsZV6/Dp9l0ruVa4ydz3tE9fIcej4k9bDL+0OBn+KccvQx7v55G46nn71ZKD91sPLBAljeMUQN33Lw6a9CyS8PRFibtr7DmykIhudOfnTH4EjnxO/47a2d0Hd28fr4+COmnFgj31+qW0ajDNY/qaRavcvxte4huw3G/DmtnTqd5TGiNXczsKd/p2XW7X0yqvf1SaHrna4OLa/8hYO7vNNY63c+CMflmcTxLd66s2lcfk0dwoGgs+Tl9j0LzaVL/LXmxXfkKE/dyNiz+/c/PGP/zR3cjw87LAh+WvupLgrka/q5YLvN2k8tLoPI3sg9Yd8zPWXjIOPvBR/XXp+2yQbBXfj/Bz//F2gjBt7P3xjDK2f+Vgqdx7cpTCn5k5GLvLuEMXd2YzYbMwbDemI/5/Nxc3C787Cp5F5/rimjRp8mxLvhJsbevKC7vj2vEsu7bczl/ejueo/Lzpy7ZtjMGIr88fHPu6u8Nnm5R9+/7v8mN0/DLZ32h7KnhJffh/eJ5/8hxlrQyou74Q9/+TH8zwA7s9c+HG8+XpzRKxrNvafn4+Z3Pnxw3q///3+6Qp3ZTwv4yMoz1b9Jjn0EaQ7TjY/csa3jjeftG2Elc0LZ9YXtQuWzZYxsSbuvDnvmMejyM8pt3NIINLm/EuYD1u1CbNtedZ2sF06mcVZzH7cRIbOcHPnQSyTuszx+VVc/uQcDtzYJnfjat/xr13zja+wnA905pX6FHrFefgYw/Kxvp03I5aU5EnphbQ2xLO6fBiBfUNtQTqlsal3fm+8tV0/3N2b1ev4dcdUWbYmP5fvzOC/lpvGNt1bX0Sdg9WVK2XutKSeuzgRnBhS0/e36iRUu2Xo8aG02zaaY+LJ+tB2ZaqjZgdde2q+jL5xafvYHfrK1Y9i3nWxJoYI1kZlqvv31O+1sdnANjltc6qO1eH2b54UlL7p2NeZHFlwZiBNConMIXskmozWgq7tttUKesu0JfwQymtdOTVa6SN/4dxyfL3LrTeT5eg17tbyUtnaKc58BCSHIXitXBojUgwdvMnh8LTJ3D7pByX0yat8njK4spF1C0bf0RSzdvRjqebHpj473djMu8rZKMFav2YJ1HmY1ODLvMZs/H0yj1dbrc3Fudv16Y3wS+eXxoRusaqC1tL2I16+JUz92bPNYk66i328D/+nucCnHiy531zN3aqMcxI7GBPriZ3sYyHNBbnz4adPoxt8GxYXS89iuNNhY+OPaHqQ2CbMRzboMOYbWLmDY6PAoS8+/80HX/7ly8h5vmQXJHdJ2LRh+af8gwGTXXdvPv0+H0ml/t1nvxtdUf42Ot+dDYqPT+h0AwhrNpkSkGKz4VSYmNN3Ybbx2rm4d297Z2R/F8jG7PNsAGw29oKsdueQX/sDdPtA8sT1ga+y78bKt8i6YRBXP8bqHaFuhH50jl3nmeeePsndGBtERUzuSNKzEdO3IUFT5Aq+zeFvs/H0jAwZG5h9uNpG6B9nAwO7z+D0POOj8hjb5EwsM58yp5pL/Z075qIJt+eIefbTPJm5Od55aT5aOwZ69LYN46YVs/Ny6/qykrCeFyzz07vu3l0wll3e1r+Vp2uWbnFO8Xc3VzMvglH5novsKjDX/11vrBE45Ln/ql8cumNz/NWyMbfJ2aBH/7TZ6lxsTibnEPZEBjexv6t+F82Gmo3mb/BOnK9t+gq6+B3adylWaQ//Gw95+vo58KVc5DOnjyLc4Z3+juFeW9Brlw+bl2ccD5vRXR93roKiV90DPXZuW91gzZvXHYaHL7rVb10cdWnFqy9qvPJvnfdtv/fGpgbrXJ2ywGh3Aa/T6t7pqC658iXZAA1O6IoBzRSZuzb3BbG26LYUp/1/z7qx8aO+tN2Tub61Rm97Yv3ZBMy7OQsBepwnozQu+NrFiOHcCdwTwQk4E200Ruu0yG/z9pOBxXPyaT9PCtJP2W3XNll3Klzc5nPg2J87NMea6uNg9SPHvTWcuCxGUf4wf0RyV7IATeOpKK4uII8YD9s8eJXHqlxrtPqu3SKXd/4ro+58LX/rzf08+h8QcpPikWc3xIndQr2LGL15NsKczcWtPqkdHU/Pq9AfGTnJoe83Om7b85BqLojuAPi7QO4g2Ni4MJp/NjZ/yS8TWwS/z68Oex4GjUztVVZ/7pTkQg53nlXIOH2eC/hHseFuED/YV7uIywsdG4AejxjyLIu7Tu4Q9S4N3c+yQVL6Zxpgrb39yvji7+ZCWxyziRif9hkXGx0fD8mlvJBb7P3oTUx8Q1N207Bjwp6/hN27vPo2Ub/J3RR26HRjw3d58dGRjY0NDSxtmxmbmM9zp6abHj+8KBbz/vPwvk8uzUpFfmDV16XuKx96oJAhi7bFZNo2entp7iYycjt/F2fbb89XOHTv8sS/qc82nLFlDYn9ucMHI31txUd9+5H2dPMS2YjkZl3sLe1Z7zx/G9vK7LmzF1eUzPhhuHv7eEMXoDt/498Bh4n3yceLsamTj2BlHuM3RxxcPn8Yk9NzPo/Vn790fJrDxlAfukZUs3L0Knvz0Plb3PI69vrVU3PTq/Xcc1zzkU43yNZTWDn2IfKdK7CV1vWp9TDzMvixUV/UaGLL4BqMDLlcbY4rR//WfeDR5/HMk8W6ZbWLQf9fU8aXf43gv0HmvTY2dfg18Dug8irbhPINrYNcnbtPBn3z50K//4ZuJK5S3JG/6P+ezX9pIMRCprHxRcx3H60+k3d4GMWfcYjy8NyWnE1LZJ1cLYOlYx+UajcmCJub2lI7hnNOBP2xtdS0d8GsDp+qV90RzcvQp46PZxi804vD8UHtZGbTAtRxCj1toxji2X+tT1F4lDs3zUtpXfwewn+j0Tia//ZbU9VWiq+Wk6U/8zGLejxf3dWZ3IknR21sMujtBUH8M33HDj3Hjun9jnPvlu284M+OsUV4aTZBH3n498PcRcmG5Te/2a8hk2Pbb5yA/uuX+3P/NjUu2OoecG0+9NUKXf0fMlbfnU2SP9Dpwm5zZMPhQk/GXaTe3UCXK/Y/zseK+S3jtPucwOZN3P+YPwFg3pJVbEbmQdnQYPgYyZ0iXBsOeN0guxvYzQo9ua/M93nGxqIaSxMDbBsVRdz0fpePnjwYPL5mTH1Uhe6r1TYpDpsW8fFP3c0NudlQZgPDtw8ztz0TZBP6SeQ+yobuh3xc6GftyYqxcwAW2oc5vk/eOsfMl1uGXOfa5sf82tzZcNpMmE94xVi5nbfa5e28fJ6v8vBaKsOHFrTm0TMz5pAZOvN4ztWVnI+bhpp8Ryem41P9IMP3aGHowc1hPG8fje2ah2H9sR7sOE6iR3s3fZ3b1ef3bLAyFj/+8M3g4vUYn6O/6876uHAi4jC/dkNU/6qrVtR47ZfWcZtzPsRX/Vcdemjk7zEubu3cYzG0xBi12WDYbNTOXUtgcdi5C/rk6cjQaynGqz909tmszSX54tPRrm6xWhu7fVP9zAle9apbvOq99ovf/Fbu16jfa2PDMKcUzt4HWnl3oJUxAE3yq/67+oPlOpqTYfiZrGgOOJ0k8LVHPoL6/1KpbOvKT//MjVce3PpfG+q7TUf/Xbq1ocaH5Vj5TN7Q+qyRCLhxYxV77LEzm4lKQt0y/DSre+vVr9JoVB7tPvAq96Anz8n0Q268jAsJA3Xeca9d2kqoM+4WvESU3+t4fRdFvr7evhztsTVQf+OlfhJ5xbixtV/nIV1lMbTl9hkjnVmQs/B7164szYZoekf3OT9gda6olc7X0RjM5zs7z8GQs7irbVy8S9uvfO/HGTDr+2cf5xsdNlG/3x/XGwMym8XRhd2GhKy/OeXi/FUu/o0d7a/56+P/nI9oPGPSi/p/+S//ZR5i5oPNQn8Xx8dTnl2ZOBLvn//5z/OxmXf3bNiEfBMZdudHC/Pg8uYyH78kjt7VwHdHxbM/nkXyAK7iox/fEIPveRfvUH2zS/Fxj4+TpN3Gx9iwp/BdTO5Y+aHCP/7RBub3oe23mXqRtaFx98tGyMdYjr1L409Q7JsGvsnD/CaQPObZJXcf5+5aYvwgfyGb3fnoJv4p/HXwgX4EorkFTQ5a3t02x0g859rI7xQb3OGeudT5A6t4r/XoQ4wMH+7y8CnhZCqniCt+Zs6M7LT3Irqqq/8WZW33bknxb1u3f2LD68dd5IXsK+ps1KeV2TVcu4f5wj+5f9BOzvWb/8kNvXHoeMzAyS0y2eZLn35r7Zv3Si9vfAjTOv2KR4fcyPDl4KO34FevmFGanMxcS7tFTMWrTnmty9e/7d302lHDIWejPu/Fjo/lvWuO1Zaa3N7lWSosOurav9vVQasfq3mwgvcqX/771u+1sanzjGpPok6yXMD6TqZBvDpdehMMZ5L1EuBNq8wrVunq+qWujdb4LaVVHr2DWfzhBaelE0x/3pkdG7CKc7crX54azeKnTbYTVR/d1z0t6Eqx2FJm0ZzW8qYZvbkFkvNg7Tz9PaJH7HnyIvCjPmh38WfzPsjWD3V6SKH5avPlh4t93P4w3+iwWhZvhFcjOuFbcvwgWDY32ou5UtryoWwsS/+lNu4dx62P1/i08e5++fTbbk12F2ALzeaD3HOsUPnuJGYHfvu76YDRUtvF2I9mnnJP0c1J9Sa24GZnMfl04fdx1GwwXFyTK3n2sY2vIPuq85sLR4D3wr0/7f9pPjr6NhsVuHzyPI7FyR0bWDY68P7X/+V/mbZvVH2TuxP8Nfc8A+OYTXcuMn/IhoK84oJj49LNyx//+MfBoAe7PG0bCzjGw+ZCzafNS+/o7B+ujKMTk2nTjUg3Q5vXj2Zz5RtJCnt+zdcGxiiJ3+/UzJ9Jie3AjK3JbezyZ5/12Y0gDDn8Kb9P5C9vy6mN23y0Gh99k4vdT+I3Wy5CajH02OcCd76hdfy1F/95lwdv71ThmTNnns4zNnsRvjGKxf+WtsVSfnlq+sZpbT3n5X49PP5NvE+6c/tt4dNzTXri1N+1UT/w5aRl49787Ee1Rub4bx24cgfj3rzUd/XgJk2Ld9drCX+wjPIJR26tM94U3zkYuctudSHd+Hebb+QUWM6DEH6W1+qQdRiXuxRDTXb6xxft2WCeu+j0hhZ629N4eSHDTm235nNtuCan8+jPfBnfNo5CwqoOWrHe1d558cxL/VC/lmIWr/ks/VX+7+2/18bmniQPBwSTxDksBOoGOMHgnaTp3wE1mSP3ANzGYKzqQwdNYjqYxULrYPKxeK0L3X5PwNv+2IvgnPCpi10dtYVaYd+hoFcGxkycE+8IHBn+KY1hOnmJdh5I3XejaMVT16fSijH2wqetkKtM68ao/0s4o3xeyPRAanyruxcaJq11FqiIZ/FHgC8XRz9hdnqHcxQSpYv10YPfUv/EVj/VtY/fuOnol1cMdXXxK1Ma+dLJ3rZubAuiHx/sXcKdSzQWczfuaW+4Y5MNudiyDbaWblz4Zn6uj/rPDEU+//cPfW7+8D/267XxOdqUNPMHNrOhSZ75JJ6PPXdgzQra/KJrLlRicfveRcLdCN/YcXH/9JP9TR1Yn32xfw5gPmrJBebr/I4Om+5GuDPjYysHO+4auRvjDg6ej0y+izycsZM7Gz42Zbc5d4648HPMHPTNL8Vv+8BT2Oa3F3dJ3FXp+NiUzHiFLYd+7dfHSu4gzVeo4+fGL778pkz6Pu6avKTtwjN3k8QTvwyVAJs3d358K8rXxH3ryRsIeJzpnaL5VoyYQoXXOaKunZ5fCx+f2A5f4Te/7nblSz/skelLZtb8e86dJ2b1iknmtV2c8mqzcsOPW/uR0PMOxsZf7T0/5KN+rL7XnX98Ka/t1uj1Vd1jzoGNbl4X8xmDfsutj+aHMOWL9GY1tbUnhJ17mmwtwt5ZNS9/7gsJ+PVfrdx9Y0ym49n8jH1GctTH6sNAexe9+OXTgW18zGv+modZAcaPVzn26wvebVMbDb9tfWX0Tvuk5okjf1d5xcSSB2XWvdgZmT2hhoZXW9VvjdeCRs7Bp7tf/cr+vfV7bWzqHMeaaI78lAGa7/6nXcfR63QnRPXxYDiU0l8DtsnIcM0k1jYRqsOOo/pqPpU2jLwUs3qvdW2Tx4NhMYODp69u+SW88lvfcrBM3OasPtT2J7lSOvFrv3aLUfuP2FzRbBRyYYrSmLxjJ0+2+gTQ9Esv7cbGr07pD1q+2j3pfqZi3vlLjcMi4sI3X4e20fFQrMuK+ghxW4Gp1Kd58j8yHV908ezvxaz87Vd9I1OsAczLLVcbrWtPDtrGe2Ls4shdZe3ICRm21GFIfxru2Ci12QdfV1++zZ0dWxdTeA5yZBYDgsQAXjzzz108fLnD6TNRozdnxc5TGvMxTRYqn3/bZM7diPPbRdnlhHZiyXD4nRZl4gnyb/P8zoSUXPp4yLez9nkPQiM6YyHX882Is1FZ33e+kMK3qWlu0SozuhP3XjDkoHLaxr25Ea/5gO+gq9w6AlofszaE9+k8mL3zT77Nw4DM/Nncbl7ZmTmauGxqFDRHi/OUrZ/k7RDraxd4ZDItfMSr3/UZXw5uWTT9HsbV3AjCbsJiNFkl9sjfra8N82+VyteP9t/Uyc9YGiz+PNegfUduTHd86clBPJ+648oHvPLZc9QOvqLPjIw51v0nNrzmmHzxV2/XZO3pwzDXjbNMZX0Z7MOnX715kxqmPny42krHvP3y1Aq6WDbu9ek4Prxbj3xl38gfHPxHfPyMjcrDKVbfBJC/6Xyqfv28+bCqo37EcM4hfm/eTy6N05lCty696tYeO9+HTmH8pHfu7k3/slfd1nxRyJXW/Czn1399r41NnVNztoGlsZ9HS8ApDcDJ7qG7dxX6Els8MsUd7Fy4fVffv3OuDwx5ercse8XCN3HRSr9t3ZuMYtS/hgDD0aLttvn4FWLtqx3d5Vevuu3T025e4NKbhTzTrvKVe7VTnNbDz7vPWSzOWNy8uXsWezOhY6v48lJstMZRWv1rv3oxkeIC0JwEe+7UDCN2kusPc7HIJn/92AsEnPlHbUUf9iHir/wzN6NDz7sKMazxxzuI6lSO/t2GW0ztu6CLsZh4xcvyk95uKMhtMQ9OcyOJgrxuMH0AlItrs7LqjuveMaiPt4S5vX/LRj4jP1rr08jJT+YJbPp8Xzsn5tEJxlyo+LR0d21+/NG3nnYTNTHHHxsC7xLN14kxuDZSs0eOHR97KSOf/LPpo5kPchfJQ7U/fGyDRmLjf8ZkLm2iSrN5ag7G1omOfv2CtDyt9V8fRqpDWz/09mLbhVy0t77xW99hzd0WF0Efgy5rcGm9znt67Drk6OnD+oK/Pm2M+i3ovmVW/cb/hn/GTV4VMnykM4XtiWa7tVWslV+9tkm23Xq1n68zjrFVvrjrp7ayPjzp9XFd3Xft5NCtHw+fEU+5cUtrPSF6Scii3dDF//S/vty0+hzvx3/9gZk3FKgg8zr/8zJ0Nozj+svX1UPbXLP1wA6muMpDv3n8wXOQu/0svbp3v/IPPEFL6Mm5a1ALzDuv1Xn1o/TR42caXc8nhuB/GCx44xOfIyPq+kYLjg2+80PRf/DThuVQ0G3EIpRPZILPavBd18McGS/19c5tmaXVTum33k37e9rPrP4bUOrguxxqYsqbhCQZgm9A6rbL1+9AoEko2iy8SaLFMWneyQvvKuSV4t7YeD3ItM1Wj9ruINaP4tFpGwa+ctO0x2eTIe15VzdSZ1KgHV+qp0Ybe5Gdz+fVR476q+xD/pbJe5axH3k+VF9djE7em9eTqnlo/PWLrLZyt3cQnpPZHJ9DFfnVKX/HcehPscFLd0r97EcAtUVnfArUYJ5hx59cH9/W3lussXf4OJW56XA6lmT0818rJ2yOWRgbR+r8n0t0ag9By6mxTm/w6aLvNzTEPVDYY2d8JmujhjX2zkKbdz/z+FH4mZmkZiHyQq7FBX3XktWbuROn5iO+1D/xO4bpqNns5qX2Rufin6BjMfOH3TRYHLsacCfeLJT+eaeWOzZYdz61lblTIoL0HePLbE6HfV7gjPT0yTzfFJwFOZz66m7U3kEwZjtueA7zuHN5fOYHuw9LaQR/+odIj29s/lL58Wzuxv/INh7yYyc1WsvNhz9zt8zUxbnpt860J2+UxLDKt43hXDbbr0zr2lL3mPkX3fLc0NoxWDvoLdpiaKkO/Mam3QtxdcvrnKNPrn6pjcQza7Ww9S2LwqWorJ9T8xFeaMN/xlcbBW//xuQfX3vMx6F8uuhkxGVOyVlj4w8s/dbl1RYZpfiVe+T+2PrRR7XBkSe85rHy6h6LuK+3vdd2dTNAD5/JvP7xz0FqLtkJga5y122jT06C+6Cd/M9mh8BLqW83+aaNXxayf6fyXhubOihIR/ud1Hw1UPpNRANpv/G0Xwx1DzLbzkDNBSP2TjLQq/uK1b7apHG0XZ9eJ9ON5dmAj/N11Bh4DHrtkfMuWB+GWnnUTorTR7sPug56bfOHzGw8dm49sMi00CGrlN6+iTuSlzwZfOMw8umTmePkA9ZswOpDanaG/hLX0ujnn4tU/ved+SN2i1AE58I+krCME5pLZupceGd3gHPyc+cx5LeFH660lK8ipuahddmv/dLvmkxzX/r6w1TGDZF/WtsZHyYtc1dEt3NfnPwhSDuvH5kF6/f2wWSscf0WULhjLzU77g6g7qYomm/ijRaQ6C7fRefoTyMsPsGZjQ/lsZDxhDmssOvv4vu12+++h73nkpyAmW+hDALd1Vn78f/cjfHMSzorNfg7B99gwRt99tafcWbaUQXqmP7h64bVF2Gbb3AFvfmLXXHbXLk6m48/rL4hIN9/PyagMSPvwKZowIz+oa1/3AmBP6ln0XY+pD30o92c6FbvsH6xIme+mev3fF99eVqs8VsoEjBu7NiwT5+8o331Yqzvr218a8AgHl3teaeeeTgPnZ87HE/sXTfZC2oODp2DoyO/iatOBB5+tM12S+WM35ClGbMirW9a2syRmXr6o7XEwZKL8m+QiJzCNl9uf3rul1a++uaVXiz94pXWNbN9dfXItvBu5lTyar2/x3Nzvc/YfJjxuu3Un+LUvtobqx+CxYd3yY0sxci0oM16w7dDRrvL6EWHH4o59PhV5IhazX1k1jcbt6528VqXr/9KK+/XrN9rY9MBuU/QJqA157Xvo0GhNY2Vu3l3gBLq4uuEV7x2EIdwXm472n0nNraOLx34+q3fwv6jTHsnTWn1T32/G4EPp9j4xcdT1A56+KXjFdcEK109cqs8bZhotVNZIvNx08EqnWz9rI2pIzc/lhe+OyTk6++Df+zrs/eqbxAS9frogpz+yjTWxMix4Gw5MUcw2Ymw8XyWxvuan9qdUQoWufpbv6qrVh46Z2xLf1rbFv3m9JaZNjv5aq9ZGm9TjrdngzXRzcdvbDpRV2Y3HXu/5aPEOEkIz2bABsNips3H8ZZeGqEOjYziWvpa2DghnhhXwl8SdnGazQj8HM2B2vljs1NaYx5eNgX7LZQajDPZCPAOzixkG9zoS8N8ZBoaV8Vgc/Dj+RtZjzyOzkT4COPxsc65iNZPsfcn4cXAr7xMxifd2mhJ52YttnMe+XMr8ydXcnHeu2YS6ViTEFxE5ld89ytAYQQnxdSQ4975Gfzh7Et9+yRCjemuyfe41N7I4heHTNs/t2VzBW9zPh5KAR114hH+hDaxnfkTwhssAr9QRi78mfM2epI0uKzs0fj2o8H15XX9AO+NJTx/iNXc0naYV450Zr0uHp1n+xmjeB8B2ixH9fEszExHfvFuvB1/wW+JfMvkQUe+Z6VYzkNkx4EPTz+4ufi+Zaj0vGh93wGs7I2h3djl9bXAqXzbLNYtua0tul37yJjPRbxt1CZ5Rb9ySzGnzaf1DWbl0JTGklHL3Nqcub7aHJU3uCem0tT8mjHK+W7dmWl01rnK1fYj5pNn9NIqo/73Ku+9semgNKA6KLF991nHKzvnUJMrSWciNlBY1VF3kLy7yGnzJjGdTLd9OsViMwrzQPP4xK8cTe7w40vtPXw8/onBH36sT7VTGxsv/jkpYmvu9OTzRyeZUnvatVOc0upvBFbGYEdd5eKxC800qDz8f+iFZrEpvrqx3L6jzxF5E1nB94NiU5/ck3FBaM70K7u49J4n9cbDvxOj1Tgz3ry3XsXjHIdGTMJOfnAFmlORyqOsDJY7TvE7HJ/rNga+PWU23iqXh18ZtLuU19hak6mNzMTk0Xw8PnOC/15OjGS70A8nF40pPqoZGYA7R9oXvgzEufVP52Bv49Eh9Shy/za2SEd0fFjEh++Vu+cBoObjGeN5bubiWezmH3B5m81GBNIdV0NP1PMnJZy+c3dkdjnp5HyZgc9Ga96ZJkbRcNR8mI5amuRHMnTm2y5ZzHOhDMiTlwlE3DnAVqbC2cSkTj7EozZPGlPEx854yXe+js/o0FLizDRj/vG8wHLmdWymRTtmJ+/Fbw5d+EqjhK7fuXaPV/l4ZJTqLh5/WEqe5CQis9kJRUo3Vzsf8Yls3CeeiMyd7GAv3vEndBejh+xArw75fEh5YmNvde81OepDVyvrW3wNpr84/iHnTsw2yC3sKY1RjcbvbYt3RiaEEPNfjT8l7UicDjkykhL6gGClr/3QgXlUaIS+ssZkGWyPZmpt8bTWXh+3Buxh7uoUWV29mze5uYTu/kOOr3FBvzmaNx4Ze29O6Pj4E78yaGRLq310NPXonTWum5m60rUgwjNH6BRjbLheBb/zFpYy9lIbSfadJx9kiHNVnLExJuNXxqU69JT61PYQD1371Vb5v2b9Xhub+WNuJk4mjNvZO7t2Kk6yMwEn6Jl8YZ/BHF708OaCELlhnkGa5Ls4bG7npHS6S2IXhUn4GdCwHklFb5lEG6AzSOhre4HfhTE+8SPH/Ppv8MyVWW/gxNfFzQL7fRghWTTQ+sftPvgoD816p4+dxb6Y9asx0Km/D79gARW/yeMkjg/7bm5zJsO7qZiAVl5utbh48tKa3cXYE0W7hS/zGTJfKL+UW6+sfeefk3LknWzwcVef/76NY3EUI+raXPvmgQ/q0CI5dzAsWCT9SYFEGd7mbz6aozAob/1rHGOD//Be6sqUh6/ccnLgKI3sxiPfEZ4xOLbN1bO45qq+7WOzF6UxMDbEPQB6E4WancY1f8l98rH5XLocRLImJ7ebu84d/I3JheLclWNh/o8CkZGhYw467nyMQF5Wf8dRG8j6QQL28yH5iXFygJe85Z0ua+vq6p6RzN8Y8E4empfINq9p+0P9/Fu6AABAAElEQVSWcyclWPOufVCCk48ok4kgLgpsrRmTtPX8fa7xb8xFQo0TYz3nxrC+uWRDFP5Hzsn8lfVoM0QjuDk/I+fobfndQJGdGTl3kuSlx9g6E6T5LE2u23Zx2TE6Dg4npoN16xmXKRHLFjO8PTecBxviZDB6kYvdGaODMW3xpAzmScdaPHZ7HspD5q71WuyjqznZUe+GSwiLu3Nrn5XC5/czDx5M/TAbGz9H4AshdPbO4J5PvlzR2PAWM1aCL9+ztgXzcdcmFmas1Xw8OpEIvWthbM78qI+EJwju5Thz5+jKiSwOXFDYlFd3UseWfETdzwz0TmlUQ0Pf4/Y9yo+C35haY6JPGR/48xyfiQsugan5k552Duuia+Jt+9E+57Ac36U5HruPnG1+HrqCUmAbt8ql5o0lTQL3GnbO//izH0dvPMbBGx72tMdvainbP+2DrXevq83R7RNa+6u9frf999bvtbHxY2FdaF3k512boPJP6HZ3/XiE899/+938+qjBJTsXVHKTbCEkgZkDM+xzgdsgndAzPfLH9X48dHiS0kEd7dCUJmvq9D8yEU6yZ1BOe3w6JyTZFih4Tr785Fl8zUDH51nUQ3OqzGKYGMgFPDUdC4FeTvBMHgvUuvscvPpW/1d/7e0FKLcm/fVrKBaiCWltWMx9E2VN8rf21/PHRuKKpQtt41M3ZxOj3AfQyfJxapb0HetPYj0yxWAt7Jwggs2Retq8Tr8bpOciSAyyE9xJk/7EMdYGY13GEPeKymGSkU4WnjmZnJRnvnAgpT7xsXOR7+jtj+CRRe9BTilG6yFOJtjOhTAn82Am3/4Xf7xfiFFBNwbl98K2+R7FtcW/ydXJY7RdkH84a+AsuRHvQru4HZNd1GDyVwjqTz/OH4rMg4hkh/eYm+svevNBvkfzhoe2JaBinvEyP9b35cXJ9EfUyzTOmEbAoux3X6TFnRf15iM4/iEY08hNbTKcMSaMPR9XJUODcmw55ya2bBa8aZw7eOaHecW/2LRJjAMsTiwTY/TMOlg7DpE/Pg81+tuNb76CDzyyfv2ZMx5WnvM61GfOdyxCGp9a88+hyCf55veZW+bjzZFtezdWUYw/7hCDGZ2Exk8+FmPGUd5CzxOhBBYvNnfuEH6mdcYygPObTGyHZw1eH4y788yGL7n4KAgSFqGP5g6aj0rgsz+mxo/6/aHnm+Jz4zbnN8/rL7nmoTF3Hs54rfvjL5/m7mjikHO517cO7rNAS+eIC67xeeZoffNaP4efPt/3hRn+wDzfAozQ8M0j2Uund3ZCmL5NT+NtnI2l8Yqp8q0nD/Fz7loy4v+M0frNl707uX7N7yV5XmXyYB6u3MPm2dDwpccI5eXhT67JAuJPfars/ARL6L6u3Xg6VvtRtI1Nch0+PwczG635mY3kjK/0RmdyuGvsfC3dnDq4lWEfbm3UZuPpj3HWz+o3pl+jfq+Nze3I/FG/4wn6HJJjluXQt9HJsjSbE8EKtLxonEQ+F6XigNVWTKTRS1vdAdR2kGtN3gO1Icxg6yvFIncnvXqRHvkZYLpZHFVOhpa9a7E20WB2gHqCZN6KatZebYUMOw9bg788r9wVadDyGrv0Z7HeeDecjXvQEU4RS2NDqo3mun11S2n0IN28G+/Gpau/uuuvdkKDAITAVOvjaAyPuxbYKRYT/2clpYdKN/Nm4tZf2ZUxR7IgPWgHJ1LNKw2l/rXdHOi/iTkOlVedm68tkHVtXh/6eK85ap7wRnd8GYhHH54L2ZuSnJD/KRcWX5vfO3JPDLKNsX6ijb1A7QN90b8uMuWT4WcLnPa1HfJc3PUdNvtn/kk1l+cOVBrsqDJHz5VwfYF3Yqu/sMdE1OfCNWOel5gd/2fehJmi33N8/Vr6nEQxuHccmGefQympJ3cHt+TZkBFxkOewh7nzpzzmuji0DWz0w2b/xx/3D4zaYNnsf+JPVpwy/l7t17mD3xiIacO+y02r/IxAZKOQbJEX02rt0G1nRdZGhDctZ+zw9qJ98nEAFjH66dee9oGPtrmV3xzyzwVr1hGu+Aj4u7ljh65sLIu/Gw4bwM1h+TsWzznH5n2XAb8yizfQXBoouP5i/KGOz/JhXtjwbAxjLS+w1q+++bwxSZFXxKWc7oO+NDJHLoD33Ku+uvT1oeMAYX3ofJg+WnQqe+viGwA8b/LVxzygh86ICTCFPvyeu+UVX99vyE1C0m6O8enaOPGn+Smf3ujwZzr7UjnnHMajfzAaj+v6+D8w63vHe8dsUcnDqP+VYa00/NpZL/6+1/fa2DD5cETy4/ibJCcB+qaT+g5KIPpNyK0Ht/LaEnL37zZ+E9G6CXwXPt1X2zBa8HsMLX2rRxeM8tQd2OoafeIWhJHXNyN2XA/c5uHVt/qeYd0TcCYBLMfaInNPlNrFv0ux0Dphboxb/s4V+fLUDljFa01OuzL6G+Tx41SVj+hK5MJibVkbb3Mztpzpk7HFrv7RDif0K5n491F/yaOvnW1XDg/9Pip/8255PumrV2YxtJc+5Dft2l756j1z2nH8ub7zKPKpilFf6Nx4azWvNgh54aG7SxrFLUb12lc7yO0FLO/MDj7ZvZDhbVsEk4K1spuaNYVDZUrxde62fuNYm885fcvVp8rq38c8WOxCMLZhODd5MEGzMn7ydfU4wvrK2dwEMXuxIU58R4DCihJXJuj1W5dPd4HfUl5r551zy9FzkGxj6RrU82+xxBDMgd25XfnVnVcvb0plXry/RuVpd+1sLNrjrzj8t87NfEDn/5oh46gu6u334jxlt/XMF9mHrTCbD3SlaWUDrbmhc9u59cbvM1odBjhtD/D1Uv/NlR9tbBOrw1kzf8gxWKFE/wR9dOt37fUcqV+9K7n8zfOoylfmWO5ZzB3IyW+cI3cfZEPxctROA/3IYtSPu0bnR/M0dXSap9Y2EOT4Pm/WLz/oKKzyo3Go6QxGRGy+GjOdh17kRv/ytT7BoK9fGlk0vOLU5oN+MAf473x5r41Ng5vgOXMcalIenxWG3kDUEtxgKtsgH8Gd5KNXtjJNTuvSW6Nr/0v8G3eE83L7syeBBZEPOxjkOkit63Nlto4PmdYfzUIlN7XwrNniZ+s9taLn9q4z4SpPGz8HahyvNf/oqZXm5IJ92C+tOaxP6r+FS35tbF079bc+LP7mwQk0vvw8lOPGcwFA4H7HwoVJm359a7v1AXlTVXbxdjEg7+BjYyytdePQr0xS8rBfOby2a6M20e8xuOnFLL6F1eLTm1p3ENW7aTeuKTO36K+83vi3Hnst234uVujY4lT8HarGPNPybA58RDsPE75MbjZvv+p3fWktt6+FL/Wt7deaD0NLY7Hi6DhrZpmvvWDC7wK9wbiYRTv+VZe99QImPH71oWAfQ7hA1efbXzQ6SnUrV/otr33z73n3zAU874DFAddc7fnrfBbHxrJ4Z8zT6ZcB0F/Lbbe21lKw8t/HDXyesY79Pm9EduZkPh6Tu7nrFfDGq26szUfxa1Pd+YDXfvlv43mb0+qRra3i3zzxknFtqW/NQfvVnw3N45wPrn/JAf5rMQY2BrAdfYM7PqDJT7BG85oLAZs5hkdPWf2940K+vPJH6F/xUj8bT2v54Jd+6/LUzZe2omYbXd0D77VdWfTqF6PyaoVMbWm/FvqTv/g6v61z/PlbOq8Y/9r+e21sGnwTw+EeHC+/iXjltc/JJqA6aOW/1h206unzwUH2Lq/9VztN5kPnJH300t7bhM/BLB6cx0lkgNKfwUptLOeBO/ozrnk540uf7o3DdsiD4fPKvZAsXjeBEzO9c5LV38bzrv74E0brytx1/UHTrl83/ZbXrs3WZNm446pOZVYvNh76crJJqS2yDmMy8Z5c7YK6iHth+vlJWIzavWs8R8vtU2nlt+680Cd/13RK066Ouu3aKO2u8Rof/S1ZeOJiLC3PryClT6/j94rNx/FjANZPzfpWvcV/0usLOQer+8N3d17FsnE/UzcOrV/r3PhXvNb1ofZrB7/tytQ3NX7zcue/uOrKxbuH/GICGPb4va3na3UJPTcNi0Efv77xQVvxkPMPZ2OD1rn5RF6/S6+v+MUrNlrbnj3Qrq1b1sVz/xyHgGzO1s9bX1s5bq6/7SzrzWv9YkdbEWGQB6Sq4tiN1M4Jvvh0oz5UF4UsvT02Xzf+Ldv4BunY10ZvIa+/PhwfLz660jly27rxKzPCebn9QLOpfdzpC743A7l6bEKO0hPb75VNAh7r/WPMIjt3uDJfxsYb353PiaG5Dg/m6LozGno3NsfkYDztlro1uvhrGxVNad7wWhrzzSutNqpfjNbkqkfGUdvl3XZuu8Ws3m2TTultD86xx8bon5wN7+98ee+NDcc59JqIewCajMrhlXbrDf0EUpnqvMo1gY9k/BsT0ASzc3/W5wGr3o7dM98zHXsS3z7Qbwz1ZfiRVe8tSgNlcjv710E8Nh18bxl/Ygm9d3yq1ByQveNd2Z8vDMUcf46fpf2sPhNXjPPO40yq5qextV/90vXrh5rNHq864pl3v1ks56FM/WOvONVVF28X13OykT8+14fqtA+rNLXSvNWnYuNXr7KlVbZ0OLes9isOWQe6Ut3S60f1ihfJ+Agv/sy75+f8glNf6BejtBm3LM4zUY9s8ekqt6/072K+cbd4gLqpQZuLbHTmGQXP2Mx8jozLQeh7V2HzyO4DxzjFUGO/fUJrHLcvzRcanLvGQ3M34Uk3vuQswDxPDtNY/JnV08YZ++vRwyc+oPdNSv2fNSF4881IwHO3Yp/xg10/G5Na2XzsnENzvMZJt3qNcf3duPqnL+BtLrdeG/K235oKTBg50hi7uWDPDR2KV6m/kzvjmHgWa3Hx/VFTF3hjPc9RnU3t974UkmcLn/4ytxe6NQ7jaey2pa3Q7R0w/eboibkA5O984G/8O55dpxtHbZFzFLv8IeSFXLG4ZL6SUa/a8zx2GnW8il/f60v58CuzeDsvpp2BkcuP8oUXZ4r/6FPixL2pedDDbJuNxrRKy7vtVRa/bTqVUd/0O+/oZEvj2eRIQujlaJxwlBtXu7aMi/Nn9OU1svCrV1s3BuwYeGCSuQ+yv0Z5r41Nk3IHzLkprY93ZPAqi3wHXj3apbd+8KLfZFafzCTp0qt8ZdRkKqev0HWQvw8D81MGeKZkOpUbpbxUFl0pH33bvXUZHvmRer5UvpTi2OG7JfxRHlb0S6r1uXXt0tNu3XZxhvHy0tgri10/Pjx/Xfnmafcgp1381q/y/L9jZfMps7lanJy0/B/hxX3KreMP306cGcH117vntM2Dlp/LPvNDZm2u/VcdOPWTXGVfYyydfu3VB7y7tN+6vPZbv9L3Nrd5l3+5QnVzUXvktekX4+7PpvHI3LLalf/l9jM/MfGIUVuqbWqEqT8flRm+EPYjnUGd/m1nHu6NAmR0vr7aH8L1YizklXyP6qH/cC7qN95irl/jYAibl+ccWd/5suf8nbfVX3voPVd8JPxDvtk4f/MsrtdmdS+3p1l65e66smjweydWm16LtqN/JFXM+f/IBfmHf1GT/0S7GGdM2OhR3BD2dAuhfpXH3mDGjvNy+FDnzkb+GOr1N/FWpxsjsuajfGsX8Wmj8cBU9JXbh1daZTsPBvjMi+INyIVTjNblq9HEt7jr796xMSfji2minjie/hXjXWNVOy7q2rAdfG4JZfr4869+6OeobLFGLnQFVun62uv/fjRW3dolc5diVa94N/0NL8r6eZmDfPN/y902tF9xh3bo2p2rQz850q4f2gq52oP5a5X32tgYVE7MYUCTFA42mDo6CTue2v3io3Vwbn4DKg02+dpBL49s27XbSVh5Mnj3br96tx+Vf6TUhM2/7/xWzUzQE2f8qc2HzhmI+om/vCA48ecd7voqZvzmji9kp57X+Ouv+2ZR6TthOn3X0K/PVQfWfaA379rlDX76aKWPObk9/laPTnMTsFns9Bsf/bbpiKVfF8RDU2pbvXZdJMUa/dAikf9v/SFrDOGxAat+kc/MeXxVvLZuO+wqa2/j1ybT0rb6Na7aKr396ogVT99RbLVy0+4xxqtP2jBuneWTMT+cV/BRF7N25YZP9Wf4I7UXJc36XvzavXVKUy/2/pHYA3Uw1gF3kfwtHcVteR+V+hbkJ5++3YDg18bU8oSYokarT0N8x0vzjXXLiomfvTq76GpvjoyHMU4/cqzR3Y2icdlzaT4ezvM3I3d8kU+l5xUfH34mz/vRJzuNZNvw0fj0kA9O/b9pY+C8lK5W1GKjp6zfzvcd451WO9/kXSx3XjLaD5pNSZ+VKc6+WQpWpNxFFm9thjS25ZH85ji+ZO7N7wyFhl579I7bhy4/1oWe1xC3VEeP3ozd4alu/kUeWbz6SZdRdWl3vuiuXysz8gdQTsmW3zW0m7DnHRt3rPajQXdZ2F+d9bP6N9Zth19sdewrN3V+yymAd4jjU8e7/u85aCz3riBf0Tq/2OCX47YzCnlpzrpu8o99hfztb+PDH7xgmxts+W0iBb1HcUqHh/bQT/9RjFU6/DX3/AQFnBbtjiNflfKb58r+GvV7bWya7Nu5On0nEr/9JkkwaHdQpRWvgb7Sb371JbsHWnXafk7qPQHqUwdHX6mfu+xkUuRWoluzxqZY5LQV8p18+msXD4JBdmLibLljQnlg8p+pfBzxY/7ejbniq40t9Mh+5m/zpKydjaUxFKt1bakVcsWZXDlZcgJVjkzbMBSbnpYb97UNTym97dorffu7HNN4zQ+9xlOM1jD6jrJ46pbS2Gip/Tv28tS1RZessWwpDb045rdYaxf9LpUrvRhk0Mpvvl51R6/T5+iQebX5Bt8iE+xP86CrUt9aVxZP++5Xfj6CyBVueeaajyXInrlmwUuOduF3rjXvb/Fum9rN7223Y8F2S/OhJluZ4pGb9jEbq2/ipMNnPlZ2Y9FbH1e/fo/Ym1w85TdP9Gy82VqMtzqVh1s/SyOpXfpqnlweOn5lqlcsYYR99O+YtK8YTryDn3Yx9SeHGbcfjn+wy3/jV+CKKId4fQOi3vVtEI9PWTfGYNaT/Ls34ciN5Z22Ln79eePL4C4G/c6LYhX7iD2qG6Ntsm0TXF1jZTwV+VCvHNkeqyv/+/B87bYe7SM/CAHC6zF2g+28bG57Dt8xVZf8zYdTWttkFXKlqVt6ro3tI6fdg1z12h4d53bKLaddbPVseo6P9b/y0w8vChNrPRJ3Ze4a31EbtRPSw6b2r1Hea2Mj2A7GONHgrqSgc/xeqKrTgARYOe3KDjEv5eu3Tdehr4Y5CT4yxW5dvRtDu6VybD9LcL2DznBxEUYPMvWzNRp+XDlyCP7Py8jzkS1H83D7thjigrELdZ99oePCWh9vvfLqQ22o31Ue9BjSjrkpD3p6j/aRaV9d34/aQ7c+VbbxrtzmcaZ1MPzb5zWetuj1KBZd+RgsP5g3udmxqB2ybbdevefFtXit8clWV1tu9R3s3bnGR3Pg41W+NksvRn1QtxSbTvXwts9+2r5xZPxPqdyNi8b+6qUdWRs/84WPCl590te+sdb/nWs3Fh/IBvGhr+9H1dytCXJw3K3YXK0sC1tqt/bqY2tSrzqv/fpZLDozZ/iWfwktcfJxfTCd7gLvifmM+1Wm/adsKLBAJ779uO0JfsdAt3rq8tq+a7Itjal8/Y4ZGbGVt84sjVONeWzNw8XnwtQ8HCMdT2CwrB0tdN9ddt7vBodNcnvAWHrmhPMg/bkLNkB4bxFX/oV4RG6e9l1uXumvtFedyjWuO5d4k6sTM139YoxOaKZSafRXx7lEfn2sXuVWZs/DPZd2zuE7ZmNz2tW9/SlOa2M0bb7y6fiB1qOxtobbcrdLq94rr/36/Zqz6qsr23p8DH0+oo6PjZOsN8PkHK/+44urIw6n9utnsUf273x5741NnRLABJFFleNKgxJgA0B/TU75ePDu0iDvJGkXg2wTol3eXd8YleXbK/0Vc7At3LN4/tzvV3v6LgS/VNhjoz6Qe/o5PctWGvtLl+OfXObQlpv79t3wIy0WpTLaT9yd9I3XyPQ0mAecc6vw49y1uXWr/1o3P2Tbrgxa6W23T2bLsZzKbeDxpKTkRSlu/W0frxu9mBpbS9u5pt25c9tt+8ZDu0v79G972njFrQ200m/5YpbGJl21Ury22y/+bhLM7cQnR/lX3wYgL42jOqWr5yPFaWx88OsLctswyluac/dtTsgH8dB3vEcHLaLzXn3yYyxW+n69/X5ra/1wB/UulUFrfm9+6Y8VMYT9qPa2/w5HXkHe0WeP/dtns1NcoZ68nYk69J0TzSM943H7/UvjznxtvcaMV1+KxwPZDmf0TKW90K4s+h5ed16G8LDRdus7RjSlfqgf/bG7PD5sbN3UWztJsueizie6m/932SDd0vgr1xr/X2rj3zLFLO2X+OTYlT+/Y7Pn5N6dnb8FyPd1fyCfOVmf9vxwPq392jNOHavmDwD+PDzsT2QM4r78kuydE7qjc+bk9M/YFPuCnGZl6jc7LdriVb/aIUNXqf/tqx10na+lV26w4td8/Ks+GK1hbp4Xu7bnK97hwSuNbHG1f63ydpX5V6JyusE36BAeDtdpvCa38q8mKtvgyN209tF6wKgP2h248quPp+gr1Zmkh9bdZvXYUmozLcqPWNkpn0zll8bGdYaM5L6Qu/PAnv76vf756OuTeYewcVanvt+3BKFODMcGnFd/sOg+6PHBZZasTdLcdbveyVVerdSu9gPjauPfPpCp7DTOC7n8T8lLRHixvzcynZG6dds+6qM7C3o0mcC/fftb7cpWpvV4c+WGXGPRdsjTXZrjYpDXJnuX9lvjaVe29PZXV44i40K2yRryu/TYvX0bPzzsGQ3t4gNgw9FSXml7a/51Hm+eZ7zknPK8eNYleLmgCdkx0Hid+qkHW7zUCL2U3j1oDOr6idf40Ko/9QX1uKsA2zvq+MQXVtldx6bxwH4h64705O+2FfplauT60rypq4dXX8u/abeuOCrTtrpHc7E6IploTgy8OnOOQLpiHtvX5nTeBBy9EZsxeBsRveEFBHt92rmya+JpZ14tnrUqJo/szIrx29h1s1Ocgx3++EYpRbs5W3sr19dbtrTWzdWrzI3THKrlka27iLkfRT03KYhPv287sG2gb1pt1G5tlV5Ztbksza/znE98q87DR/ni+/lIvLkqZuXWrx2f24/SybV96945QVda37zSYeC/PspRem0MUF5m3qQuv/TK1VZAh9V++ZX/tepfb2PzDo843wmmdjFtEVB5N+21DUPiHXcS0PUV9c0vT22C4Sn6z8K3Zx8Gfg8z/h4sGHjk+K09kzf96u7dCHZCM63XvafJtMgq9OHoIzkN913Q4o0QmsaxRWe7b/3mW3NZmRE8L7W5tjbO+l75ylBp+5Yv3s2r/3hwmuf6Uh1RjOsCTWPDSAwnjOVFOuOxHwGmnbkyfy4gTDbJTFZnsV1a/atPtceXV1p5rW8++fpcTDRHS9u/VN9yrzIwm6tuUCuvJu8C4qu396RBf/UL1sqvb9p5PMugTX4yMyfHcI0HeWNNLi9bn/PhNVZ95ab7m2/mtb8J57eWPswG/GPPnx25uXxs94xnbAzOjvUI5oX94pZWe+PbkZlRPn6QE/9sbMU5d/saXnxxUXXHwDNpszF0HsV+5lEx1ymx7xqwF27G4DzlnvLoLC+vbZSWyrZGb2yt+d3zoXYa7y1/Y5gD+6OgHNixWFnrjXVBDMmjf3IUGjHvnH8Uv5gOD8IcEyP59VFDTP35hfl7QCHAS8TLS7u22N+yNsnJYcKbcdlvZ1VmbTRe1Lfx8WjnZc8HfJgTT3jNm7qy6ltmGHmpbvtk0Kp702Wj63311iadJCf8ni+1tZu6p+3Siwvn1R6M/UmLZy4m183x0aGnrA/TMJTTr3+LtXmoXH1Q3/bbpnPHwQaeNaDtYhW/9kbgyLd9Y9VG5WcenDg2mh2/8usrDLS85IGCMfDGx+HV4K9Uv9fGhiN1ps7zpwkr75brhH2VufXumMjRr3zl2lff7dokV7ts3n+Ms/L96qg/FS/pmdNzQZX4ObIw/vg9/HTP5qe6tXvbGIxx3gKUPOT9c//uz4Cbsn1uYs4h+dv4ssLEjr4JHOWzMLEzn2OeeCYOMZ/+/fxNSI9caDcXrcfnxDmYcXAm+TgaPHRKpzwmYfrkldbaj0WDvlIc/qbtXUfxxu7QbTzFKMJw83ef8pL/oYHwTjQXqFlfMmabhYwLEQt26vnrz7Dyj4/FVt9xjg8UTtEvrXLlNS4xlffEFtoTe/lwjZPF/Zys5+MCtGIU9111aWQd+tXbQOud2JeH7y5b+3c9bW7JbeTyMnKVgdb2ww65oT/faeHJg2/gSB8d83j+Crnx+SB/yDZ/S8nffNs/UigPoc9gsUtpUEMLz0U49Yy3PEbWRdvpBtk4rrtwjr0Z64D422y9iI8v7D/fFEGIUPSDNHMoeB8Dblxk2yYDJBgnnys3ng0UtDBHZ9t4b/0jogzWNiff7beWR0dttX1UpipP56kXj5OvPb/Wl6eOHBmXxBjPVoeN2Mo/9J6347/Y/ZdgGuSmKS76wUqO9T7MDxFmS510OwdWe+e4c303xM+YaoscnNV52AmVmcbc2EKaol9a2+3fMtql1zaaGO9SGbSuS2hP+ys93zacc3zn2jOHyUP+zf/jWzHVnimD9VwTmp+f+1ebU8fPebNRZ5OUfcM2s2owRy6GqwdZ7qwrmQWjaf3nxxxkz/zGnHijYPyVefZJfca8PuORRb9pxUXHx7vl0L0JQ9cmX1n1tIGnlF6ZyVLkldokE5DMu+PvqckMT+NXLO+1sWlSWnOszs1n6A3iJIO/TVBl1dWXQHoSWxqdtsm+3hIrX610ULa33/l/3HFJLr37718j9S4lM+2D7/xV39g06eqPBdri/qOTNmD9hhK+GFrYU/jYenyI1kxfi3ta2NIx+NWfBenBiNzmjwwMR2OHjQ6I/eGlxn+X3Nh54VW2WIOXznfXxRKvhR2/YaEYm8ZYvXkXH58mP+H3+R9fDZ4HC0NTqicHu/jmKaIsFs/+5u7TTzP2GZIfv90LkndWH330aeJ2t20vhj6fZb8+8LEfqZkbvSvRkxHNQc5Bjz/Vb/vuo/WYC3UuxMZy97bGYC8uo5vhhTu/+ZEwPo6QH9iTlZ0ziwWfnNK22tgpsDbH66OP6UIaOrnKklPoodXP0Q++WD/KMXTzN/NYTmC7E+QH5z48qy19pXc2xr5YYmNsspF/yg/5I4nKR59++MEXn3waGZyd4wFIn69m8PqXXv6LTb5yzH9jKI/yuWVtr26GOHb9xML3+cOTLiZZaEdQ/B998M23fDD3V98Flx3nt3k18XCifh0fuvHJT+AMDr75uU4YlzNGNHeQHxjkPs5Xr6eMTuzJY9rGU75b9Dsu9znZMSZHpnLGBc/8/fbbbwfGtx5/+mm/Bovf8Z3xSG4+On/iYTZ88XX55pUcxbf8U7jq7o28z52DmbPWCjZ7sVqeP4vxQ97AGSe5rH9887Vv57mY0QGa43BtFKYRm5P7sWtWhMr3E2u6o9t44HSO4TWXaM1V416b+/Xh2qDzWopXGXrVNSU+cqfuQ/6GPhuxzZ3lmcf0/JTBd3nmUJnzKPHzGW/O//TrFxn0xqKvjebYWNkKbTJiuu08q690DNfoJKcjN+dGHA7GLDip5WRiMbUNU6raGYjJ59qKwfnKP/v02Gppu/ZhKPVXe8f8GedXX301NNcBmErfXBUH7fZHH8/Bb5j9LSS08m/7aK8YI/h3vjzPzn8DUB2ryu1YBxmvweA3UHRtBz6eBCj61dGvHfW76JWpvn4L2uqtHfTK3VgBZmjUlk7vJPtMfPT62TYF7R4PHzNRvcs1jDZSlbcAKybJ3L4V85l71f0Z1mi8zWPxsCp/09BvvLuPrpBX5ONVF31wwzMqNhQdKzylCzyU3jkqHWZx0ZTa2LxClTd53pzMxSnvGPvXZDM1puw7TfPjJCrUxqbueGr3KI1Nfit4revLEPKiX15pVp2sM3P8NBsN+isXVN6HdzCNdzBcGPvO8ONcFOAWm0980OdT/dHX3vzmx9vmQrq4fKn+nf/S1D2Kb1yGP74vrvnmqOzwg10/8OoPm9OO/vOOFGpKaDEZAXM6sXwv5+s/nb3jOJLBfl6oRm/OI3ryACQFRuj8senS3jcYmyt4xd0xjcRcBPjI/2d+d2MY/vixFxcX8dkgZQrMR2iUmB1f0iA7lBPz1Z5cnb48Kc0fX/Ycfs6t5p9c5esLmqJPrjiTytA6NpUh13Zl9Xuejd5j7PnVi2qxY2uSrs/uOd+SL/tatN6JkUPm9oK/Y8Y+u+rnpoZO6KHxrj6TuwseP5XRv+b6TaPXDQS6nN3zEa3Y6rabG/zX8m6Z6AowbspTbWyM66NsKTvHlnb73rtdxVfffpRe7OZ08sVwSmXalsWf0U7e1w8xb14q92oTvTznzY/zTcWlke0YaTvI3vO0tPpUrMp3jju36NnkGjNxVrZ1MdQKOpy277r00m6MUfiVXt5rY3M7JWjBKndbv0l6OC/YMyCdCNUjU1qDV8N86BNOqT1tfHJkHG2jKwZGQS+vcqUXHz8OzjHv7HJpR6oPt/67MB6+AI4vW21c5E2WLfFTIy9OBAW/8bdef976Xhqdu61/l/IaG17bavwet17b4187l+5F4sBg9CRqDM1X6+qw97S9J6++I8EnHcvv+JJ/5PT4/NR/8uA3FvIKOWPPN7wbc+wdmRE+L+h7ICQDc9GYMHeJ4mdagRt2/Z24Dn0Wwrmo8uEZL9zGUx/1lf2YUS6hb9Ged9HZHG+h/4wNrXG5Uwbpu++/O5uD9LKBeP6w217cCPFZuX+/pnYnnngQ91Oevo9XcYxvWNKwG/WVeY3nkhyF1RHfGeuFn3jJJjLWJp7mhEjL0OJkNzbPsdy1AL8+VKcye2FqLOs/mY1hbVanttWOzgdY2p1L5dFj11FZdenqYg4xL5WTE3o9d17lyBdLuz6Q2ztVa6cy6PkfueZxEPKysXQdZLO20KrH7dLVxR2UMPX3btdeIOneMuQ4YGNTHPy2h5+XNzrjs0y8Lbee9q3zikcTrfRbVuyxOLzABGc3N80BneIX48aZtRlETsGbT0cfDvyda81Z899+RE4pdmu669dz7YfJTzbg3nbB1N/WN79tPKVx3v1hnBfyxUHSLoZNjLtY5Q/GyfODtkoHbfVvHO3iPYSuBp7yt2Qu8X9T8702NnWIpTsZ6A26JyyZnQCRPQsEufJvHe32d4B3gEortv5dSld3Mmgr+h3gWw+/dHJvee3vYlE+nduXW0ebV46RS138+gKnGCvJztriZ32/9W4b9N+nsAlTqS+ti1c7pf94PqZqf+J7yXvAJh+wyTle5YqrLtarzVe/yDUHo8/uOck7nq/x3Jh4Fl6y5tm7Sn0pzluZ+Gpc8i+upGi5oFhwVnJHezkP3RP/Yj8XLfzas2BoNy/hDKZnHbIVSZy58Hh3bMN7Fjjtj/MR3sfyPGB5OfPGn/hxh3B8ywLsI6i5WxEBvn7/ncXx2IuOd3d0965ibAcb5sQTOiV6+vOuczusTpkpcDZY93RofIQ61s8YUdeK1hbGHEp5bGs/z1t9B19cWF1sjNmeL9zdtcRGbd8kWANgbL1xeKeZ1phbm299W5/HcF7w7hi6VvGjGwTtyhWLT6WrlfLuGq98sbxLB5ZSuVundm8+GpMb41OPzPKax93Y3L5WRt3CHt/qH7o7OErx2lbf/pVO7i5k7vMRXvPJTnHVbdOnpxSv9RAvevvPOmOEnzVg79rhbF5hsNk/dNm7WGixOHNoYop4f9WZtvNn/Anw5Nt58mHO3ZxjncZ7V1IM/ObBc7xv3wf/xAZ7fTLHjeXG3Bqvujv3317XmtdiyuutAx+vNG2xvs6D2rvnPJqxqu7o8Q8tGMVi4xUP7b9H+bs3NnVa0A1Q7Wgi2m7QkobXAVK/ylanuOp3FXKK+k3bgm1izQRcmcqpDU7ltV/xc00JjeTfKMc2ifGTQv1Ie9Rhl584xcpeS32g77j9evWpOu9bN0fF1deuD3BL6+epzQ25Hh3He9zo3v3b1o3f+OsDvbZrG606UzenRxatss0XXKU+NsfFebWh/8obgMcLG+nMDicjaGhnwbG4RXdGdfM3KpH1TjpSj5O7+Pj1t+32bxkzxnM6U2xGAmfuBDGLq9+TyLzJxLTxOUJ5nCVxk3Ph9mAvDFqhzSwjWvHQxsfUuaQEbz9WEOgjH2mTmTyOL87NIBXDhSHfiurHShMyH+md81ju2z6O/qsqGM3HPZ6CcT5ymM8Kn3yU+Rz/p+6OtQ1PAp27ZvTSfgYxdlZu4B4vE7fxPYG1T8DFwsE3G1S8yqmLp02meXiAp1G8W0+7B35jr0z1735tF0/dUjn1jXe3K9v6VV//PmB1E1I6XfSea+/CKk1dG+riNU+9JrBRvMo3H9W7MeHc2Ddv5k3YNvE2xoqNsGL+UF3MXf+112bnS+gzf+Rxz6zV6Rsn9I5pNoE6U3YtCmd6c/5kDi/25mzbfF8McZRPqe3Gd9d4nfdjIC9so8tV52gxyRaPfOnFLL/6ZNA+9dFT/LqvBR0nkU2Ux29YxaX/37u818amCXl1XmIcDfBV7k6uAbj5Eum4adqd+K+6t63qPGSS9X0narK4GDwXDj53ILXpVB+9flkI/fO/pXKPOrrKiMTGXvB2OpdG9rZRH4uhX1rfzd95qNzYCVZL6Xd92wnoxIVfunYPOK95KHZ9UlemGOWZ7M2VyX77jH6X6jjhHO2PTONP7S4R3o11xwe3uuj1rba6KNYf9MZLT6GjvNopf5h5aQx7QZwpFKXkMjzz4rGIhZARPJsBcp1PO1a1H4MDws6Ddow9bAd/7qiE/qC9kXmOP7Jb1uSa0/1lYPR4COv8/RuyjWd48V9fnpTaUtPLa/4ptdd6QphQnjprr3kdrWvODcx5adxj55JBV9DLOyqHtuvCbrjI7lhWXizNAZpS3vypkrlbMzuj4dWezj3XqouvDbdtstUrthqNXNvweiFAa6lcc05HKb7aoRSrvPbVbZf3Kl+MAcqLfmWr21w19o5d+a2rx6sbF78yretH40JXar/t0vW17z6aQqc+dQyW8/SDXn16rYsxH0Nm4/9Tfn/Js2G3LToznyLcO5Pl43E/K1H+9Mw5G3Zoxmbl4k3kes3Km1aGM9f2HYm58/MYYS/+Mz/weoB44uttkYfm5JXvbu2+8XmbT3J0Kq9+PeBW7s41H0f3mtvFMX+U2587pvX4l1/Jvqv8Ev1dsv8S7b02Ng0QeBOONslwNwbjOF9n1WQcdJpQ/V6ItFd1A6fTo/QbD40OWgdwHnBL31/nDffBZ0+pXG3dNZz25x2il3MhHOWXl7Ft4EPXHl31mQxOnNqtj+yPHVjijUztzm294yf2g17sUdkc4T99PSct/4+/81si8E8pltqh0OcPH9VK5eZbUQdvpNOu72pj1tiKo0YrRu0M8MFGmwcMg1Hbo3diLNbIRbZ4N0YMbO4OkU7lB/tstLD9MTb+s0XOoUwsqad3aM9skTNf5LUL1+bLIqKwN3hBGKzQd6OByx/16pCbXKWWt/bVcOqbb8Xok0mWsqw+xwQ9VgcXVnV3HGwWP5q/JzZS8xfiF4dsL2R0nodz9zkX+PAsmwk26b/loT3PZXjjP2V+R17O3+o81wlijVkw9KeI72A1vsWWIxuwzU11ezEi25xujvbOCvpA5i7WvEmZ8ZiXsUm2tovJExLoaMVbrB2n2iJTunpy8OJ/6RyBW5t0Pb/w4B/ebY+MQ2k9ndMv7ZYrPtzStdF7h6lvSPDRFPzGVXn0Nxew4w+PfLRjtvSjqccbusp4Mzlz9Zrbxyf4CnuOFj7Uf75p36W80sovvXX9h8EHP7uRGTvt1dmcjlx8+XS+jfZcZ5zD+22y2L++RWWzsh9xPvPVN6JwB1sduX3kImOQNAhj3lzHg8Y1vgpEvsYzneXzi5z5RM4YFB+v84xMY53aG5KJede24slx9W/dsc1+bIye9ZH/HE7p17JvnOrXp/0m3+rDqC6dxqFd+9pKfdeuDtr4gfgrlHs1ey+4OsnBaXtXfr2bvx3WlhylwVZP3YRVZyZ/Tr55uNLJFN0elaE3tPBd1GdwTID0/ckAJ50J6EKtJkunk6L2+YRWH3z19MPooFWWzb4bU89XBH0FNvT6L3Z9X5dT/LFJxakFe/DD14cRh+adg03QV19/PZi+nvvXv/51FpBvvvnmYbN+w+AT/fkRu9gYv4JF97t8hfQnbb6INfb++Z//eWTldL6WnVpBl6tvstB++Ze/ZMX5dBfd6CVhH/wF7WD8+c9/Hgy5Ed+nX3wxWJPXYMjHx8kZ37+NjPwrfFDEqHycxYTNr06M4nGC44vnq8TM1pSTWxhzjP7noy8+OfOVWXb1Mwmn/jp0hR1jbuzEzZacf9c8BdcCXfxRyuL28af5+m0uit98/e0Hn3wWe/lY5vv8SN2nnyXmTz4LTvyZd3SfffDll8lRVrGPP/3ig2+/S84DIpZv4oNxkqtPPv98bMx4xSeFL/NV7PjDfr51mq9sf5bxczfMHImfx6avvvsKfOBSnEM5FzJW7H6X52h8Pdc71O/zV4W/Tf+H6H/55V9HxvM7mZTJ6V+Sq2C7q5TnAsSTMzLj8cUHX3+T8Y+8NhvfpM/2x59+PrF+/fU3U3+br+R/HLty/rV5lrz+6U9/+uC7+P+tuXou2GJz9Dy4LwKeFZo8ZDwUbfkyhgGfnKH5+vo//+mfZ0yd2z8ktk/ijzH56q9ff/D1199lbH4Tm4k3X1v2rvXbb/KVceOQWsx8gDvrQbCtAzNP056csx0fjJVzlTy6eeQC3nlkbg3W+WO02i3OKfNLMd6f/+Y3cw58Ellzi/1vk5eZ/ZGDiScncJzj4oMzzzKk7RxS6g/7DvgjJz+Rc3Qt0IblvBOn3JN18e46IvfkSkNX+OS8FnfPBbqTo2O7eQlx8mV9kKMYnHn8dbCM2Q8/7Fen6fN5c5t5nVid83Oupm2dmrUg/oyd0Cae1PKh3bibX/lA608boKORV/gj/sYQSvKTtfWv+Vr9RzlvM0++ybz5619yTmbufJ25NL/lk/PBefRhZL7881+Tiw/nZwZ+OOfNd74WPx8Hywmbrlc2jcGfgRWD69ter5wj339nTib3sTebpKwn7iD6yJjtr776NnPPfI9e5P/8z1/uepB8Or8cs1YnNmNsvihi029O/B6b+EuXD6U5lEeylZ/cRL8b09FLTtUP2bTh1A66UpnOQXwH+l3YQnPUdrFLg2EudJ69Ytx4/9b2x//H//l//l//FqX/5//+vz/4n//zHx5JonsHX+caDL4Ev0nqS8BklFfd0WlCTwLvRGrfhT7aLJpnIOebFGm3wKwdNMl2oPUgbrH8NBej73KyWpQ++/yLOfFNBieVwfgog/L1X77chZKfOXqhsnCQ/TIbB7hf/PZ3c/GeHXJ0XRBMFdPBZigJmjxFeHI1OQ2PD3PSHv9CmtIY1F9mE+BdwmfZaIhv3jGntlg5ycXwRXhzosS2RXM+SokuvoMe3775Jgs83eg83n1Hx0L58cH+LAu3i8M3Nm/REfNsIF28453fIqHbCwp/xCiPX0TXwmRRg9l45W4eWA7WLPrJHz+6EBdLLN99l8WIncjIs/z8f6zdCdxnR1Un/NvpvdPZV7JAdxYgJIR9EQRCkE1WFUUQxpHN7R1HP6Ozub2jouK4jYLjBuOr4qijIgIjKoKAgCsjCCRk34HsSSfd6X1+31P3PM9NA/MOCdX9f+69VadOna1Onapb996bb7xxOurY44OPc4rjDi133n57HWsASZsV5My8otev5Ox8iLX+areCw/BAbnjal4BFW/vizEqOwbMn8qVjtsEJqLNp85aSP343h1eOFp942xd8ZKMMLZxWbQhO3Q6AD+Y8jA87zvnGTVtKX/sT9bi1JA0nk/e+5P0ue0PXhvBa8gs8eyBn7ZAZXaNrQ4KzzVu3Fj27EqxuDF9suAbc1MGDGRh+BLNo35jrMfvMF8QFd+GZvvB61113rfACHk/kTC/siVzJC5/O0aVevacmeQZd8pPQj3+PzX/uM5+ZjjzmmNLN/tC9eesRoSEyiV7JUTsbEnRqyw9vbJFMHLVR+NCh7ShPW2x77YY8PZa8sv2Ul31F1vIquAputO8nv7QlkQeblYr+lJMBfoYeBh64OpGZhD74OuCDE//65UY6Q1/a3Hz44Rlo767gTj68ZCZphxzhkV/+I8eSddpEU7Wdc++60Tf0U/Xps3gjk7QNVwWjaM81OZicyEd9+bvIMxklO3iV9a95dGxb2Jmgfvc9uwoGfztjF+R/2223FY14YGO7d+0sngV9En7gHf15b/VZ/Za90hs+S96zzAS+3We0jz/B9obNm4qWfeiWAjcO8zG91wc7+Rw8agMNm7ZsTbAzJm30o017SpTrK/sjx43py7fecst05NFHl03cduttK31IGwf0ydhUbTxOPdsfKpjMZEM+O6DfjdEvH70uk+BBdwLbtIVWMtiRMUJ/3Lhpc+zNk0gIFYjkScfIjv/cfPjW6gdLHaChk7YZu/KSX47027prWwXfONCi3FFy3qnzDq2nbtlhjgWT4zI1PFxguy0wXUavjWNZDuazN94+nXjyyU7vV1qza2/Cyi8hffJjH5se9fAzqkYLzXFJ6JKpggk0BtpJyiOUZryZky+5bnxEXqJLWeFaHAvnfN1CaxyO8tbm5W/LetXA4k+3IwtNYOnq1lt3TCecdGpytW5AycC028w7A/Oee8rYBBK70pE5pr0xcm+aX7fxyCCaB/wYNXzrMzjFwmvmImAoBx3lSodv2VID59r1h+cqjnlPOlkcUtxMnMGdK0HA1gxKg7aShqqr8gufHD4nFqD6GTCndXBO0123f27aevSxkf++6e7Qu/XIIysoWUc+cUJ4IIeWIWc3Sz3oDkx3p+PpiNUZlQRWh+OE16wFa+AxIIfmnaOT3plZPD45V7PCTZHRPWmHky55zKHEXXfcUnwIIPBgteaI8MrxHsRT2t2TgYlu4IhLTP7u4QBDB4ewLzwbBAUcw0FkBSIOctPhR5Tc4a3ZZBSLZk6OkvHTg1AQr6SSc3Bzpmgw6IFdv+mowGQWszcvr8rgeiDOr2aPoTUEZnXhjumII45Y0a/Vj113RYfR9dbQvmZd7CA6PpjHss2ODaBkyWFviI3s2XV3HPXRgTkQh5/ZW2DqlffegFrUhZ758e/1aT/eP6bJVg5L3TvLodWKyz6z08zeM1iO4G/jdPeOO6ctcehriu7MrDMI5k85cO2QkWMHRAYpchcMHfQiyzhlgSK7olOD86bIkp7Whq8D+xIsr8tgHdrxB9f6OOo9GfTKMQePQGbYHDnEVvfvqlVCvLEVNBsUd2YQsHwvkFP38MjO4OTaICDQoDeBmwFTMFkDbeTM1gRkNSDkevNWOou/CR6+f2/6V9EWmAo60BTdbtwydLs7OuBXBDSO5MLu2ETRH9iyG/0MZjYy//rawAI3G5vW0E/sLf05Q/zwMcFZK4DpW3dFpgZOK2Ng7rn71vA5gl9+RZ/av2dn+Qi6pBNJH2U/+yNrA7H+oV16QRm6t8S3GETuSZ0twUVeUWRK41UjTzJkf2Egt+75y9TPRG0Dn4R/DSUt+Ws/YXVXsGQ1c59gKm2zc7g2bTlm2ntP+n/0f0+CBzpV7+7otVbics7vrWEvXgCZdvfGTobfIafYYvTEV7E1+qZXQQ/dkq2JYkLi/PZGL1ndKvpXVyZKh+GPXNZvYOv5pa3du9Nn2dSR0Xf8IZs7MK+yCpKr7KijE4wm6I6YyHJTaB0pE93wxUcJ/AVl0X5NMNBYAXDoSEQxHYxM9HE0H33cSaExvi8yyqJOwdMLX7R2A9yRm+A99Q6gcdc9WS3aU4HJkfHb+9OfBUjsCV/tp+kFntJP/IJ8trlSHt5LJ2lBHh2ZUAsaq27K2//Bu0zKG4/8ble+c/bSkzA1v1B9eX5F34yv2g3NcHdZH5V97JNXTec+4hFLUu7TOSu/TwkxnRAkLQl03fl1XDDoGuzy17Cdt3INz0C2IiCX4JbHhl/mOe+2nHdawsqDa5nn+qjMGv/+bz5UToGTl0cZ4BjP2Q99qPXb4VBT5nHTGz/72elzn/143R55aMo5xCsvu6xu9xgEHnzOOdORRx1VA2ZRn3pWwD75iU9MR8mPofWgcdxxx03btm+vWZQBiaPu9g81ODSVAcf4DRB3xPlf9KlPFTxjNjDc/vGPTw8///w40WPC05jFrwteHab4b+Hk+NG/+7vCcWQCoPMf+cga7DgWuAQmzlOpnNRH//6DNWvWLrpOOumkcgQnnPiACkBq0AxfEdxwosF/8Sf/ebrhhhumE084YXpI5ESeewPDsQlkrrnmmgSWtxZFZz34wRlAM0AmmPzoRz9anf30Bz5wOvW008oJ6ahWjrbOAcWOOMN/+qd/qpkWek899dRp+5lnTocfkYBh/55yBJyrDl1yDF3k1/onC7974lwMCPS16+6d01VXXVlOEU46oivB5oknnjCCtQQKxx5/wrQzsv1M6L/qqqtKp2eccUac6JHTdddeO10eW1D/3HPPHasS4dCATHc3XHfNdOeOu6brrvngdNxxx8ZxbpmOOfbY6aSTHzDtuOP2FdvYl4HMgGdl/Oorr5xuuPa6afMRWxNUx1EEnxnj5jji8x7+8BrwOVYjOpo/8clP1m2zLVs2xyZ3hP7DpxNC8/F0FlswA4bD7I9MrdJcefkV041ZDdty+Jbp7Ac/pMJRzpRNeW/O5Z/+9HTLzTeXbulRO+QnyDw++j3xxBPHTNgj6ZHZPbG3j8e+nJ+Qds86++yyQfI3qzXQVoAa/i+59NLqUzG2yOSY6cyzz5qOiP2yWW9EFuRZ8ifDa6++Zro9cro7MjzvvHMT4G6pgPziiy8pW3hQ9PCgB51R/FXwljpsWEDNFq+++u/L5tB7/qMeNW1IOTtHpwEMb3RXtkJvoZMc8CqB68R2r7/++oJ1m07SlyT1zo1u9u+F++C0ZeuRtVpz+eUfr2DK6sbDUm7w+ce///vqN8dFjqfH3gVbBpQ0PK3L0SDs1pw2LrnkkpLbg7Zvn0455bTpsMw3DiQgJZstgtPAX3XFFdNnwqvAAB0rQX7oOjww2884s2xZYGUFiWzIKJULvnjPuSN4dOxKIOQTGlY7rovdX3311ZHbPdNpp50+nTDrX0DID+gHFTCm7cui27Kb4D8zfVzAot8KzI5OoKffH3WsACkrtGmH3zk2di1AdZv98ks+XRMJ9J2T/kRfFaQRcnRR/Thwgr/LPnVpyYiNn3ve+dPayP2y2K1VJauNj370o9IfTfz40azIhoZ18ed37UxQHlwf+fBHKkA5/vjjptMf+KDp5JNPij/OymECNys7YlZB3i1Z3flUfLmgRz/VR/iQffsvmh792MeJkyLLiDR0mTBddNHFRcPh6VtsPNnp80dNJ5508ux3rITG7y/0UXwtbM4126sxEvpZP6W3XNPzSt5cPixWi0mp3zbsspO8rtflSxtnnyZ+jWNZD5x2Oy1xyetr59pYHuviy/DnPgc2X6ztEjKGZ8H0seExIm/5U+a6j12nYcN9dQjXJcy5vmsC5HBa6C1QZY2vTr6EP2Yu11917fTjP/7j02cTrMBp6V2H48y09XM/93PTIxJZGmTuSedYk5nQe//yL6df+MVfrAHtP/yH/5DOfdr0+te/vgbkxz3ucdMPfP/3xzmfXYEAmjmmD37gA9OP/uiPlpNBs8GSQ33uc587fe/3fd+0Ns7JOxg4I+UtG+z0UqOOz/j7uwqEkwAAQABJREFUts2lcXI/+ZM/WYOrdo5JkGawMKB+53d+5/SgBAacXZDVPW8dkVw5whtu+Mz0xje9afpf/+t/TYKzXww/x594UhxLOnDgdXq0rM0M/vprr5m++1//66KLE+TQDeQnZXB47bd92/Tgs86Kc9xYTsuKCvoFaG95y1umP/mTP5m+4klPmn76P//n6ehjjiuZmAGQye/+7u9Of/RHf1SD7Xd+x3dML33ZK6drr7mq9PGZ3Kp49atfPX3zN39z6X1N6piZ3pG2b42jemPo/eu//usq05aA8dnPfvb0L/7Fvyg5kBMHR469SkGWS3uhb4PfUXF2BrQ//uPfnn7t134tQcuuWqUweBtMnv70p08/8mM/lqDp2KwyZDUj9933RXfveMefBP7Xp+0ZZH74h3+4Asof/ZEfmf78z/98engGrR/6oR+qPA7ObQMrIX/4B38w/dZvvbXwnnLKKUiaTj3l1OlpT3vq9JKv//paCRKQrc8gsjZ7bazAvP1tb5/++3//72WbVorwYLB62cteNp1zzsMzABj4PbKZ/hZ8v/mbb53e9a531iDLhvFx3HHHT8965ldNX/eSl0wnn3p6Vph21CBkdcBelv/2335jeue73jWd8oAHTG9645sSuJ4YOWRGGT6POvak6e8z+P7Mz/xMyZm82Rl7ujnBzjOf+czp+3/gB6bjTsiMNYGp4P6qK6+cfvwnfmK6IoPsN37jN07/7t/9u5VbQUcnkKsZftr+/97y5um3f/u3a0WHDePvaU972vSKb/qm6ZRTT62VOfpzu2BvZuFv/e23ls3Q63+OTT35KRdMH/rQR6af+qmfqgHnX/2rfzW9KnbTg1/dfoj83/fBD05v/IVfSFB0R9nvsaHhUQlsvv3bv71smdwqEI5sDa7aZKcHQ9OyL/Y5eyET/Y88yJl92ssG5sEZsH/+539+Ou74E6e9WR06/PBjMhm6Yfql//pfp7/9m7+pcvQbJPmQ22MbeH7Na16T1bzYbejR/wQV+uO6DYdPH/zgO6fvj2/R9tfHVsAed/zxpSN6RMfhW4+e/ib4f+VXfqWCX3Q1bdp68pOfXL7KhMqqkBWVWrEM3+juX/sg+2bIw8rHntwSfcc73lH99vLo9Y7QfGYmE3DR70Pjd0oW8S97oit71H7/934v/eqPy15f99rXTk/8iq+Y/tN/+k+T/v34xz9++vf//t9PD9x+ZtmTtvfnVwFZeNyTYP0XorO/+Iu/KHm94Q1vmB7ykIfU4M4/h7ERgOcosP+5n/v56SMf+ch0VvzRT8T2tm3bNr397X9S7ePxv0Qfj3nsY8unbc0t2Z21Qr1luvzyy6f/8l9+YfpY7lLwI+Sk/+LpYQ97WHxhVt8jg/UJrvdng/ulF186/eAP/nAFNTuzUrUxuPg/Ac7v/4//UauvZOXpRfvl3v3uP5ve+ta3htwEiglu9mVl5qSTT5ye89xnTy996TeWze9MfzRROeKoY2PnWbkLvUtf1ef8Fb/lmgyMDeVfki+YpOuCVT9lzv3UIV/njlKfr9SZ8+RLDVdHeXM9ZV23zx3BdZ3G4Qi//D42jDr3N33ZAhuELplqwpb5GJCWjPZ1FcxljcdRHcK3jOp6bX6VCJPA5usWSuNWr9sG7/yLpSVcw+xMtG7wujYz7TKU0CDC11E4DTMQjoTRBHnuox5ZTviqzNTN+tBh4DDYX3fddZlFnVIdc90GgcsttZ9gw8Yx8/9cVm3M6ODmAHfs3F9BiI7sloN72G20TZ+jTqnt+oVft2Q2xpDxIyDTEQ10VkAekIHprb/zOyXPn01QVik04mHMTLOXYMsRxa+OrD4eBHQCm1qyzLU2BSk5LVzgyNrgY/aDfytcR4QfjlmHTI2VJXQBkADBLPmGzGorYDz2hJJVLQPHUeJVOWf4/ve/f/qGb/j6kg05Wj24MzP70n2IICMzeDPTv06Q+DvhsXWNposuuqj0+Ng4rq98ylMKN51Zdsa7lbbxht5Vu8S3uiXzCIocOVx4rYhIt922Yzr99NOzIffO6aijjytntj6zqyOPOXHatm17wf3zP//zdGlmptrjWNU1QD/w9MyoOZT8BAJW5OjILN9gYGWKfQly3/+B90+PevSj43ifWMvZeN2QWxj435XVoZ512ltx1VU3xF6m6eu+9mvL4e6JI6x2Qi/rB8/WDJb0oC4b/dznPjudGaf/nAQMApB1sTkz8DtTbhO3mbXr9PAMrlaLbBQmh4M1iJENvQx5rh0rlMGv/wi2Od0dcdBr47ytSKBB23CTDdsyQJit24D9meuvnX41gSQbYJts2FG9B2cAe0kCRv5Av7SyoI+QY9usoPzJT3lq1ZGHNrgNEOQqrQt910bmb3rjG6e/SyDSNkM2n8zKlusfS9BqxS6GWNf0xTaUtX9xLa0cA6MNtOPRSiads3O6MMipv3b9lmltZL171+1F243h7coEfWDBqad/3BL/4baPYDGepsrK5nPrAsz+3AL81Kc+VTySxyeyYqDfrMnAGY0P34DA3Pprf1areMmhe3SRL1rpFx+CvlqlDoxrv5ZPn6/LLX4rjSYKt9z0uQqwBe6COLL5x3/8x6L55OyXEAgcG7sOogrMBGP6gtUd/NJ9GCs/SVeC4uIh0NqriVdocXv58Kwi3hqayZc/wAM8ghZ2JAjV/vrUY1vsAk4/t3f+MX1L0NWyUK6tMFi3q0168KS/mNSZYOmT6tPrX2byahX43/7bfzsdmxUlKzpsnA36rAEbvfPOO2Kb+9LPYt/pqo997Li1UvTFR9j3aUUID1dffVVklj6176jpphs/N12V66uuvrImNS/+2pcVXfR6IH1ZO1Lroo/spb5/uCwryIi8j5EHPCuphs8hX3nk3KnPHeHuFBElrQYkytmMf/53UqdxoLHp7PM+gl+Wdf0vx/E+BTZfiBiM9I9hSRjs8xLCzGSfK2/BNbONQ/0+V+Z8mbosBWXQS5qUNT6Ra6empWHlO1/S0Io75ZSTp5/Iio0ZiBUEztKKTUfrOhJneThHpCMc2F2OVGSvs0k6DNx9m0kn8j0hKzAZOTPb2hzY8TSPgcaM1MzJQGCgsYzKYJWZKTZfhTx/8COv5JhjzyzxZCDg+M7J7a8LL7xw+oOsCByblZtPZwn2qgQf55xzfpZJOcwt5TDWxmGsXbdpujrOnpOzysPJc4J7MiCmkXJ2G9KOe8dWAuDH20033VSO5Vu+5Vumd77zndOHP/zh6b3vfe/0Xd/1Xbn1lZWeDMTo5CzRZnCWOIziIffUBajuZVuJQLtBnbwEB9dff0PJlIPjhHU1MsE3HVjGJvP3J7DRxtGhyaqFjkx3nI3BN/4kpMSBzZsdayNj2aoZDRsbdgZvBR2R//rMLukd/QKgF77whdPTnppBM7SZfR+dQOyenTuyghCHmMHfHo0nPvEJNet/17v+dPq73HYRXKGTEz8/q3wnPuBBWeG5tVYdBFibExTjR2BgsP+OrFKh521ve1vZ0Lve9a7poeecG5gM4OjNqg3YiKzoIpMXvvDFWUE8v3h+XGa8PbtbH5kBvD0bH9Whswdmxe57vud7Slfvfe/7IpvPll1c+IxnxJ6PrFUzeqm9Y1lyd35k+LTvpfQYp7w5gev+fbum53z1V9fK5e9mBv5nf/ZnxadVg2/4hm8o28DX3gRBZq4djMCBZvqxnwx+t3v01Q257fihrLhddtnluU35kOnFL3pxwf3BH/x+7Ozm6aMZMF8UHRgk2EENKhvXl/zgFZDqq+TKfgy0aKg+n/Z2x57118PSrsHq6hpYNsd+z56+6ZtensHsjTUZueyyyyqwqNs4dB9cbItt8OEGTXJd+PPksq8D0+Me99haGXH70oqXQOkFL3jB9NKsUB2Z24ZuMd742WuyknW8rlG2jkY2T0e7siJGJjZ0t+8wQkX6o++FDj5kQ+zh5gyGgmcBk4HXIG+CkGWlCuT4IDjvvuvW6ZnPetb04KwYv++v/qomAMqe//znT698xSuq71k5xQ/dFG8MbE5kS4aOaPO+pb3Z65YNORUckTkaXviCF06PDf9WOAUeVq+EM+RiUlQ2dHDvCs/wVf9KO+gnX7JwxLNk477XLFh9st/Eap9+wpbRdFX8GXqNOmiT6LgTO3BbzATlwx/667Kf8hmpvz4rz9IatzSzB4rPNeG8LKveJhvaOO+886avjp3j5U//9N3pK5eMScgJJ0/7d2ffUOoLVPCCbr8XvODF5c9N9o7PRBj/KY4P2DrdnUnzuvT54XMOy62tk6dnPOOroqMd07v+9B0JFG8u+9959+0RQZ6yc8srfLcO8Ny66GPJKupi//Iq5djjhmv9rXQX+uAaPmQV16g0/sJRvARf6S3X9rkRb6MvyHokfvihUZOTTfvBrw1pwNOLvMqqP2hperTV8KsQ9/3sPgU2CGgi2pAIwq+vlbtuWMc2xK6rnLAd2yCcd72V8/C3ch48YC0HuwUjnzKX7VArJ0mU+23KKjmv0qz+MjXNo40R2XI+T3jyhbkne970vve9rwYYA+uFF144nXPeY3KvdzwNxWAl7XMILutR4Cz/9+u64W1HvmaNlR6ysERog1meuspGOXJ4/OOfMP3LV39bsKEvT55kY22A8uj06v6alp022xjQL6gpGcy8kYkAwexCwGEmZ0WAM78pv/MfmQ2YUza/5d0p6zaMGUq0NX02g9ytt95es5G9ebyWU37IOVl2zYxhzR6CjC+LHDhPMzsJf/bWcJICISsOnIJg4tTTz0h5NsIFZoV2ugm9fuQyvlycWXGuBSjwod0qFkf9D//wD7X0yxHLl+Ay63MrRxByd4Iwzg4OQdmLX/ziKv+93/v9rCTtSnBzY/bv5FHmfbklkhmSzYF+HJL29LegCi05Dz601btSssHQ46s2UW/atH565CPPn175La8LdAI2taIfT1dUHR4uA4q9NmdnANm8+b25HfKh4olzxc9Ts2q0Z08G+gy4nA5+fS6BHMbLAA/W7SeDxB//8R+FhuwHuOyStHFnBqoTYjuCaAMAJ+Z9KEMeT3nKk6aveck3hgAO3WbgPBIdp2ozeg3kgbf3wcqOZe+Xvvybir/3ve8vk78ztnFtWAk9ceprwkMYrnbYKd4F5Pg/uN8+nHFLkY1t3749+yEePn0yqwZm7JylgO/CZz4v+wh2lhwNWOVEI1POEc57suGTfAUmfkRXj6xH1tfUTHzTtGXT4dPXfd1Lipb/+e4/nfZ97qbpsiuunO7OwH9sAvJ6TX5wHDy4IXnZs+Jx2/y7+JJLK5j0aP7O3E5za1mf9Ei71Sh020tx++1m1gcTMN06fc3XnD9986u+dXrTm345dnR37X+w2tore4LWCLI2uRpgl7Yc0ueElgPTA045fXrAaWdN11z56dxyfWfypgST26bnPf8F4WXowSrdgfSvEewPXyFwthF4g8fvc5sj0qnVGjROh2XVKjZQK9fxFVYEDmbfksnHZz5zQ8mZf70hfc7k5PRtZ9UKH15rghUKBbRnnHVu7Z/7H7k1ov9s337G9IxnvzB0ZdNx2qcfdQRujvjUP6qPzOeYtQkWLVaGrrn+uumW226t1a0nPeUra1Lxjtzy/PSll0w3JZi4+bZbpqOPz8ptcArG9tyzI8FQNoHnPCZRK730VqseueY3BTfpXJFFAo70UQZCj16HIGCyEgcGD65r71GQsTMdmR/Qh/WvveFrXyYKuxMgXXLp5dPlV15Rr8DYE3rWrUuAZr9W+sxh63Me+9u8ISvXn7k+q4x5ECLtn3LKA6Zv/85MNn7xF6LPP66+gn4fra1f6Oqnz9YHh77+mMc8bnrZK74lPKD9LsTXlgVfGq+v3PO7NQ54dcLe6YILLqiVqXe88x3pu1NWE68v/3REJhqeiPTY+PBDdDHGHP7firNj9QX+KKltE/9S648+O5gBWvnh3L/+qG9yYUiZijkLijqPTOuVE/XWcecpHP9zIGt5c9s5cQ3AI/BVv+iQB+Eq/WhFJx/x5Uz3O7BpwhBFUH1s4bp23teU0HAYct44+rxh1W14ZV1e5wqTnEvdhqOcytVulQ44uKQl/sa7zJdXtycO7qpldbPtkbe/ljD3JyAxKMFnpaHwxckITvzMSgxMjBKPBvtNibo3ZtBA2XglPgopM4FZtMDIN2/Oyswe7xrJ47kZ6CTv0lmbtgbe5maVB20z2JVy/IcmtGnbjMHRrKh5gNdApVOE1HS9/GFreUqFMw/2crAciZmrAbTu4aYjuwWho3nXSvPrKGnTDNMgjQdtB0UcuE15Y6MlmHaYHO7Q17APzoizVJ+h162K5P1VZpicMlj1/dwn5rQM2oKKpoGuGv+2bdumV7zilbWK8NCHnlMrB6xjQwK5DWuyUbkG8DmAoZdasTFzyKCBlrV5CiKBwQjg8lhmAie3BcjxrttvTaBhk6BHsuOEDbA576cF7Kn6wz/8w7q1J6ARkOHhobmVktikaC5t4kWAG1nU6lN4vyszN86UbchrHdLXgf30u9pvyMTtSw5r327v04mjiKz9NmaVxKAgYFmfWwcCCb8aFBPg2URsRcPtiCG/9LEE0eyFjKUKpNKeoAg9I89jxUN33kuyaesYYDqv8O29u4ICgy0aK6EtuF13G+iU5LUOD4ZH/8j2QAZ1eA3ugpLxrpDsJ0un0Q+LpBokshoVe7CSZmXnAx/8UFZhzoys0ToCq+Yp6gtfntgzETmYvnFMbn/cMt2UvS4/+IM/WHu03Dp+QH50azWpaExj6CaF4iHH5YpwAeWPYOiww/ZXgOQpHLQbgG1srsA9bR6eJ/YEmT0AB21wJeDLu03q20S5tlKxcT2/EVulj8go1l72JwCJFONb7q4VVv2F3ZOVgZ6PYaduWzmit94nkyObwod0dzb/wmWzq/1q2gErLY/FN8ElwedUcGOQan8FXrv7Ym/rEhDclQnF7vSf2xJ8HbY2Aca++Lbw7MlSTdCvnwsbgvkV7aNlpBFQw2liVK88OGxf3ariU8kSLyZs7IiPiuCLbnJFp2TitD8y9xDCZZdfPv1DVv30DatAAtwhq0yS0//5RXzZnE4/fDIZe0pLn/7u7/7u8k/2YpkUEsQINMaRvbNjTet3nm6ERz/ckJVFNrh2XfjMqtXcnapv8bVjjBhBrWAHIWyCPNl7J7KbWQu+IfM1ee9OKCgQbdBX66/PSz9kjWb/IpP6l8lT+f/q8gOHv0N+gajG0qgV2/yT4GrIjDYr9NClgqCupI1BhwlXMsOT8dE5OltHRVMzNarer7+r0voS0DQxbewtsD52eaN03cKV1+UNL0/HlK9zYnjJtHKwcDSehpGvTuOs49xeaiXCj/DyrxUCV8PCJTUd8tN0UpQQHehky3bAjes44UAVnuR1m8pq0EiHGXTmaYMEOOrp/OhJN5tpgWuBL53Bvp5BQ4gILZyURDZwl3NLPnzLVO0nY9Ax+FGujo7m2HKTD86bdfel86zfFMcX41uf22I3Za+F+746M3hO6Kos87q37Z56BRFpmqPYmr0WngCCi9PmYPwMsGZSBhNlHIWOPlYN8D4SmsCuyD7ZgkSDAn1yWpyX2zf2p3zVV31VORT8GLwElvZ91FKrAS2Dj5+62nc87sRTp+/LvXCzbbcSHPUpKxlkuSl8HswMrb4Hk56NVnyjEl6PxpaTCm2CLfhbjh6D9uiygYtTjbsqfuHVcR+WlT6D40UXX1z1yOIJT3jCdEyWxJ17uqMGneD2yveSUepabRIYsBtBouVz5xJnncorMmvZ4ZU84a3bOVkN2BtduG4Y54WDXZfN1mXpQF0JDQJQR2nADRwD/7CdxgtGvhUXx4ZverptcFJPArp+H5W1XJEp37XUMPov/ofpD2erTFv2BdFP8ZE89vj+9/9V9pWdXAGdfsRuTBYM7gYirxxwe8JtAnbrVspVsfWn5jbjM5/znNoE7jFhdqvdWrHhFAZRg660Ned0dh3R0UFkn5OFc/QOFCN4lDf8DP82+LZKYXW4BvQMiDVwZpWOvRv065ZYbOxgBl/2YU8KmytcQY6PPbvuWtFHNZg/pZfgaP2AH31w+BvylNiQstZBZeZP66iYDow3rFPICix5zDie8+znTA/IE31Wcu3vs8oo8LBfcGNuX+EPL16qOJIBb3hpx0or4l4NUtQXyOiL4PhVq8P27R2dvuM2N8th0ewSPZsyoRSAH56nAG/MfqCPfOTDWck+repXEJV2iux5NF4T+wiz1Q/4mvLDacstXvvd3CJ0e15bZFn9ZWUAH0/aBWP5SQGLwNS4gF72x5dGcHWLh0xLbzPP7EZiC4I+uq9ydlKrIKO8Apqqk2vH+j9kiGdtOfY5nM6XxxU5J7PhKy/BR8FGiA0zVmgiT/2QfEgYvrktSztskAYrW+DtusjLHyX1Nncw0gi8lrw3fVV8P/+0VX1JaFYMfK61FJ4sxDaR3Tn6eilA542rBdiEyFencTfOvganTv+63rIOt1Pt02ekuazbcF2v8TQdA3YYCBjtd2rY5TUNjjpj9eDd7353OVOOx0DrdlMo6CrlzMwQJPjcx7Thzm0CndYTV49+TG55JZ/zgTt/CraRNK11DA7l6OikDrr7B07e0MkYTN1eMo5ZXu+9KL3i4gkG+y92ZKa5ZUuChb3jPSP780Za7w/pgZ6TsioBvzwrG4IjwYnUdDguf+goPacTFEychFkjR8JZoANOKxKedKqZYXCCrfeSpAws2vHYg4Y2P/axj9dttOuuuyG31Y6tJ1we+chH5BH8vD+DTNASZ2MWyDiq49aMrXxarqPv0McZGxTRicd//vjHp9/5rV+vwdBTb1+RpzkkfIOrlMDv6ARkZ5xxxhhk4hwNoF/5lV+Z4gRNCRi9UMztKEERfmomn6NbCwIZ+BonHsHQrGP+lFy05dqqiydE6M+g9OhslD7/kY/K48551Djl7KdTiu+VljYx7GLYOnlWm4sKYP2kPh/Hcd2Im0bH1jG4wyLDdmiNo+sMPAI0K3BjsCy7jfzbfvXnkVb7Pfxms2AEKHSg3SuvvLL2RBjwavAJXNEVBHQroD3rrLOn5z3vefXkFFm/5S1vqSdzjjr2uGl34NNbys7Iz16goB2p+ChEdY321TSABj+r+X2NTjQLmEgjxIxfTmtDbgbLt771dwodvXsJI/h67Ddy2R17EdisT/CzP5OHG264Pqust2QCkHfhBKc6eBfc2bNTQVna1L62l8emyZFsCjbn9T6sUKBdSVnDdl56UCbfh/AX/NKGTJK+/uu/Ibf3vqZsE11uXa/NLchajTqY26MzLXj5wPs/MF1x+ZXxdaM9g3rpKuj5v8Nyrd11ee/Njh276jaUSU8/7cnHfi63po5NH8ODPgWTduFhH/RLHn72yNx22+2zXx2TmSJce3jOkf85PLes7960s/yHJ9bs9+OTBFCPymswtm/fXnzhJR2vUJC/vvy3f/t3wf9LlXfM0UdNz3/B88PL8BNwMOURIAx7gQO9I8lb9d016Q89I63aseuSE8SL1PqUdei5607qGoOi8bQ2cCRr4AxQ5w341CtYV/qfUnXgWx5Hm6A6KHOu2ep3c9AIl7ZGGXyrdI3c+/d31eN9CXhKmDN8CacpTF4LsmH6GnifOx56TrHqdH7jdVyWNR5wnbqtrlMwBJ7/bg1w9ksY5a6bjsbVMFCP80Fn09T1HL9QUocT5GBtWrXHZOvWbCoNb35jgBntpoGawXY7OsQ7c3/1bW/7o+mmW++e/p9vf1UFN/JDaL0nYdlm0wSvTmw2DA7TS76W59rqa7isGPRAI5r2ZIaNwFZbzjzzjFq9uSkzHPtTzjprezp9ZvP52ctAttrWif04F7de7Iex+dgTQwIBfGrXSky1OTsbeX4ciXvvdQz9cHa+gNBAb9XGwO1JBuXkWF1pPq9l6OQpg4f8P/rRf8xGv/+Z2dz15cxe+9rX1sZdKxnwcoBeHqdzqleiy5KsTZHa9xbWsFq8cTjo4EgFWO973/tyvSN7ip6bd2A8Ou9WObo2dRoQDkZfNhB7P4lHUP8sAS4nad+Jjdz2vNAB2Quw6iWEEQyeDMpo175N3pyxoNHL1Yrn5KvbyTlYZb/1W79V8ubwPT778ATGbs207S/rqd91yat/8shC6kGhLg75o02w/WMM8iTH5fkSt/MynIL8/D+jbuxhHtjAy2uO0+LnVVJucCRjP7o1qLulSldq4MXAWitrM3+10pfbUa/IxtlPfvIT03v+4j21+dmj3l+bp8o8xVO3XYOzdBV+1SGfXsVBX8sLYQEJvUO2dVF596ZZMFCyz5HESmqpBBf9s/EfyCPyVuvQTYfy8TZm6cM+vRjPo8BXXHFFAv69GXyPrpUBqzf2n7CDo9hl+l3pEoHSUNPKaesKTWgu2kJPyV3eIq3kLXAsihd6X7cyQWObVh7IiQ5q9ZQfCT/wGbTf/va355wNjVm/o1/+DI2nvZJ1biHTqwDeJEd/hMe5W+bnnHtesVc80E3kp54+JfjflRVxe1HUJ+ch09H31ekfIWHR05f6Pfz61+9lg7xJh+DI6z62n3l2cIxbYmSHH7Dw/vmf/1n4elv6ZvahbXvQdOEzLswTk0dPm7MlAU1rEwh1e6tHdkD2w7dWn595IKfa8FKUDRiyh6tWQr9A31jq5tDzwWFQujU0B2WNT/vSYbOfH1f+sgc/AG0bfd7HIQc8SWRC9667zUI//yn6Z9lXhS/Tn/sU2HTbiPZrJuR3XsM4LsubkS5X5od5ZV3fcek0XEvyWlCu1Tm0bpUTfP5z090+HM772G3D0/gdqyl/6ny0u4QZAHLuzS989iKoarauE+zMEzOecoC3jHNZp9ooNNWWZVuPinNObmMIyjhqA2DdGplBm5+mv5eEw1xBdL6L5muuulJOOBxeHQv/3dO1WeLV4TmVCy64YPqr7G254Ybr4jwvm857xHlxkjY6Z0d/9p7YmMlxYJYTvTi3XK7KErjVGoGO1QlL0CjinDlYtKCtj80HHZZd5GiQ0qFdcxCcCMfUqxfqoLvK09nlHxaH2bJVV/vkJ7A6/PDhmAwOXtK3O08a1COhwQ1/ERgi6wV3VO5f+K89DLm/Xdqf6WZXBpzjsgJ0d3jGX9ne7MzMDH2Xy1NjW448oQIyjzcLTjhhNMCHxlomJ/3AkxGH6CcgfPOb31z54Dnhr3jiE6vdklHg6VlgRo7yJE9WoIesvI7ARr+Wbx/B+0l9VN950QF3UsP3cVlvWe584Bl9eImn8VVfxOOMu+scilM+mY/j0H3TVplDE9XeaHO0De/BPJlhAkCurs2I2aFbFt74DL5lV4P8zK9VR6t5P/b6n4zs/009yuudPOzCe5jYUfERAuotv8mvfRzV5r1tGY2zaKu9VBx1DzkugMaAlEq9D8Feqi3ZFO0pHAOxV014gs/+EHK0edRtqgr84tnw6FFv+6fOOuvs4vuKK66owdhE4+RTTy3RlV6Kvug+Km75oWWcy591lKMkX5vSkPGwmzqfA8+VugU1/pS81uxe+Dw67T41fDXbrb4XYsB7+aIN0zfmCS+TqoFDtUFf/lZAcvCw9RXImTDqGw996EPrHTN8Fv/z/OePpytRijZBpBUftsGPki8bIVP+QkBoI/toDy1jbJmFVE9b6rd8kCc47ZETNOvP8GRGVnUH53ObRfOB+PGTauOxlZzTTn1A0RuI+EzjnFvzmYilPW1qv+gVZOTcT8K3/67LfjPxGuVKV+HKgQBN2/9/qWFSu/Dfq73UX2kbrhWc9ADzwN84vlhbjcNxCVvnQSRA980s/MnzW9LxxfB+Kfn3KbBZEtvEN4HlcENBdwrEgBkdcziuriPPudT1KdCv6zMgZToC2IJPPSJeOveu3/gYVBlqILUw9LKqmMa1rNfnjqG46jRcH9EWxEUTupc8uNbhbEp89atfXU8k/fRPvyFLmJ+oAbtWXwLT7YTRdDwb2HL/PA7rRS96UT0WaoA7KYNUzbbC674MVvYHtFzQMmgcuFyP4W0VN9jKXxzJEr1DtmMGtSadxf6aHXEO3leinhUSL6D627/92wQOe2ozYq2qRAc6o3QgNKKP4+jBwmzKYGBgEdh4vLwe400ggpZqN/BNRyHKn+aHdjgc5eigcxv2rAJ1fbJxTs5mGoI+55I6zrVjP8uZZ545/cf/+P1xmDeN8myYLbkFTmBxQGAW4wA/Zi0dWI+BbF32WHjhHpo4N0ePfb7mdd9ab1wlJ/ftvS0ZzQZKtG3MEvZdO26ux3DJgnwuvfTSPHH2mQo6AjRmr7MsrCTgCx3217iVIHGgj8zKy9MvvHBFxvKHFa/qXmDpxYseQxdsCo7dZrNaE6TVT9oeSgfBgc7lD966JpfQ06nkNcMOux2z6hX4lI384Zy0U/YQPGRcumQ3Oe8ZtHZK5nNduKqdKEPdTnUONoNBqB0wuVYfvDR4GDXYi3wD0JUZ4AXJAt/mp56+i/R6f5OA296LB5x62vQdeSHfVQnM/d7yljfnCcXH5d1Bj6mN42wajqI7evaqf3rFQ8t1UNCaGfzIK77wEFhpeLsqqDJBdIrrHIyB1Mv22MGP5KWOKYn+hvz27MlTPnkyzR6xfASiJhRXXnlV+RtP4amPVvZg5TXElfzJRSNo+UI/bRR9M43tV/G7TH19sFY2g6/Kx6ALLxxDB8PPbNp0VNqzQukW2XixJ7+xLht3a7UyvNPxy/OE3llnPTgvs/yhmtRRbf1KTNFX4CweZEpQwd6teQJLf7Qiqq8IdK677rqho9CA/qGvMb6AJU+bxE9JkHH55ZcWW4IaNKMBjRFYjhrCW4GU/fBrXvCo///Gb/xGTVjL58z7g/COYAM2+XvaztN8L3jhi+IHvDrD6lv8bSaGYMtmWEL+ezADDdpVBq+jsaKedEJPrtGYUbDgwPYPleD9Os9RG/K6XJ7kWPDsKv/8r8OMY+CaceZ20VjxLfNRe/4NPIe2kcJKS36cg5NGAB+XhJegKjnM9FT5TG8B388/9ymw6TaXAsRAMRFC67ZIgFqwzdiS4a4LV583vLwhYEY9jAbMym8AlE6WOLue41Cjs5HqehaiOtJSMQNq0JLWcznaa1gd1o/hZtdYLanCwnGidf1sGAzT7OCRuQdr1cAsvmYKadPLn+AuPFZi0pm8R6F+eeLjjO1n1L6aoiV7DTg0m83q21HkmwIdFnXFd3XIYcSuxzL32BxoUNSOVSOzeDSZ4enkI8AajuiwdKw1acusp5ewT42jF9hYBfiHf/i72mfjFftWOjZujlMKJWvz2KVBC29weyPntm3b6oVWZOTnO1Q708m3ZPCPsEtOK4NNrsmqHMSsW50XzeiVXD8lj0dbtTB71Z4ZE/rZgvcAhfrxCGzkb7DhwJSbifs0gUdIyymk3H4F3/eq+sFvT0N3rhAXuZKsFNlEL3V/35M4yeHUDBiChoed+6i8ofeW2sy5NhsD92aVDj3swMqap3fuyO24crZzp7Yp2+za6/S9vZnDoEvw7cxaVxz2ydl4ue1BD5xenH0KZ5x11oqzrtuH2smv+xUb3L59+/Toxz85lMY+8qh3PQaeIHSddgJLR2RbA31owo9rP/Jpe6k38s56IAll2vFjY74H5ds8LVMweG84x0oGisCX/UZvfTsHHdqmx8ZJ9kEQ3NkEHhnDx34Ee9434ts5yawAh+7Ur704yauVzFQn+6bDm2u9uM/L7fDH5kwMSsMznHz8uM3nUfrHJRD2Nutf/uVfzm3VW/Meljfncw9n1acDrM6xPRMWm0DrMee03W0OhoccBk/Dd5CFNvBhEuBWJV249rLA0mUN+rndnIQvKzVuWeqP2hw4hg68FsCG1fr0SL4hpT/bY0N3D3rQtgzcR1X/Jlu3gyuRER2HDnI4dCVvWHxWGWOTVqPA0YW9bnghU6l5rWP6nE3mzvMMWNEMTr9F/5psur/mmmvTF60mra83sFs9tVJR/jwrL4KPmrkHh1XK889/eJodfpmN8Ju+uu0Y51Gw0/57qk/deOMt8ZUPmp70pCflrcsfrP4skKMnL7vrPiKQwA8duKWkjzwlE64dO+6o10igzebh0k/sSvuDp2Eb+OdP6GFbfJsfHdGJOkZnZeBSMcfhUwVix+S208Mf8eiSj43ceGC7fFQEVHIgM6txcMJHHs7hI0fn3sSNH/Ki/1SpX/4G59CLU7gG7ZVd1wWhrdQtvS1g+M1Kc13njYNatYM/PNV+mjKUYS3dDni/Tt2G9jq/87qOYz0Jl9UuqeH62Lju73FY0peIBRHl5GIwzpc/DruvocWIXwu38/raUceTGifD8YMnlavsXjhnRSkomPnYMCXEajcKnTtgt9NHbfa5Y9WplgprDCnvPZgHUbCcB/wGt7KJ4Gd4aObo4rWqfOA8UI6bc9F5GOn4WjY+M/tDW9pk7HDAW/XS8Tlqs8i7br+tNpjWznudcyHX5hOlpFO3hAJjUNqXD+bZbKujwG1J2hF/VhjcSlE/o1/a5JxihMHCGVpVkMjenhbOgpPhPLVjcLBgY8ZqJaYc1aw/m2MvzMoCB8Ypw2VQG0vnmTnO+iwnm3Ny09E5QxsjWwal97RFbpyKAMW+B/XAo0eZAdrL/AZvoyPhER5l8i01e3SabDkgP/akDbD5X/COErGob9BUx8c/PSEBlkMS1Gh75X0SKgQufwu3p1YqpY5ATEDWdNPHe/7yL2MmbGX0H04XndpEG3mTiw2tP/PTPzX9v5mxW/ky6GgDTY7okdAiGGJfBs7du3YkMMjHMyOrtQmuSkfBrx6ZoAV87d9IXe0KIOSzmeIjg3fZ9OzknaMNnWwkhluz7WHzYzA7mBf1ueUGD9oc18S2OpE3PXsKj01o1yZ5eNl7P+W2I0Gw1a+yiZlWqxMtow6G8C0VT2nPt4rgoiM24tMhJ+a2Lvh6Eiq8+2aPFbXx1uz4KLIPrD56R9rF58vyAr2W1XXXXVMbUn2LqfevoVt/ZIPO8erYqa/xL3ilc3kNT0epUBMEfRVNveK4NcG/Pi6hGw484cfgO/qfvWE5o8989NQ7nu66K1/XDq4Pf/jD9a2lYfd7Sp/waN9+sdoQnHMDJXh8wj1S7DFtmUDxU+hsWpQ3X87x68d25Y8Vpzl4ip7h3r37zumXfulN02tf+5r6TIO+oD28k/PBA8FffRBGL9sctw537owvILsEJGRTH1CNvMmhvheXV03wv+szwGsbzyYM5MvneD9XPWId+vEmuCUP5/qIn9tXXn1hQsZe4GZPRK9fo9/TkRsFsaEZbr6/fSr69S94DyaAWz03oR1fLt+UyY4J1a67b5tuu+WmsoOxcTZjSuyCfE1ayXFz8OuD2uCfBTdkgD4TH3pAozTkPfyWczLtPOf9U7/KUsexddY46hiLiiadZjwSmNVpyWE51qSBFGlz9Qeyr53D30f5UrU/n3dZw+nzXQ6+6eu6heB+/rlPgc2ScU6LsqUlsa4RrMyvlQNGaoaW581g1+mjfPD/p9+heEpIhJa2l/W0T/FlmLPgl+XjPMYQY0IzB75iKIGvGc2avGclxsnwzYI4yCkvoQPHma1Lx+vBU55zxnt3PqYooHCOLl/udQtK50EXY9aed2dsYeRpf3xd2XtjhpPkENBFNmGsHK32BUoc8GF5CZ0IX7sGMYGGj+gJcLRhlqej5zmcor3klq+4edeGYETn9/jkm970ptqQ59rTAOM15/PXb4PXm4qt9OiMnAGHYxmd4yBDvNQLubJngBMXzOFNgOODce6l0wFe1m3M7DUyGTPKOM3kcTYGOOXe2mowdt024q24670gK3AeywbPkaMHn3gcchpBinpgS+8pVwZOfhCs4CUPyS23CmbNLkO7IIvspLV5R4knseDYkSeP0OsHt5cX0pFXt1+V2xrkD47OPVJ87dVX1koP+mowCSxdSYJDfJx15pnTtrPOq9UCcGVLobVS9N5PrSgjd0dPanj5mUGs5B1aNm+NDQWfPDgkMjIIGKDRSwb4RIO3FNOBQKPsKOc9yKKLnZI1XtmjPoIvXxj3bSG8sku4DmSQqAEy9dBrj0p9CTzXBhT0aJ/e3RLSlwTYGzIgdH9HG8msSZDFnuQblPQxH3Jl34LJNelT6CMLtnjGGWfUSh97Yb/a89uwKR8LTVv0qa/4dtLLX/ay6SX5TtYb8m2no447uQIi+AUNbkF4esobqsteslrDbePl/5TIZ132jGiTLNBNrhvzI5/iPzARfmgZusefMk8N4Ytci/9sdvXOHVa6M++cMWuvl1KGEiuCJYPg/fCHP1RvqiYDiY4NIPjUD/ktevAIu1Vbv9JVYOJIypfwSVYCBZNWf5WjvY99Dj95uDZRI2c//Z+9bMjj3FfF9v/pny6q4IOuyYFd6oMmRPRGD/SFB7blycuSTWSwMXlWPq0YgOHjBP5eNFr6T3s29NIR+61V3eypWr9pvAmeTbFJ+NgZetHo9rSJUvtcfUf/t1qjLfC50Z02dteHNelBe+wInXwA2l2vyW02wQfbGythY6/czTfflusEbKFL4LI1vsvtVHT6tplVYyvC5EFefvTmFpbJGBoEsOxOYH57gm82xR7ITDC5ep7rwI78caQf5bU6lvOy9xDUR+WBvFedZf0+ZxaCn/qX+vSd5ufjCKyqnZkueKW2E8dhIyOvr0c521lNS9pWc+/72X0KbEJtEbwkFGHl0FaEvxqJ6Rhf6Ifszj+0fgusjy3sFkC37Vrq/OU1xRT+0Nvt9LEGizKSz1dw4UtnqIh5dsDNWwUkWaIzeFXnCA6zC4bCwJHTtAlwdApGq13L6mRX+NMhmJc9LHfcsaPKRfk+iOgrx3fGMXFInIwvVuOLLDrhWl79Fobl7a1o01k4SwOy14NzADqxTmMAQiN86PNElO8FeSsxOnVaHRqOO+64M3De2pqnK8JfzTLJM51LMAWnOpJBh1zxK5DikLzwbXT8tBd6y0mlnkAKLDq8iROfcHM+YDiiHpTOz+2bWmUIvGRZOUSlbpwR5x1HiQ7OGk/qgbF59IS8tl7e0M0IZAzcaHErKofQX2jrz9BdTlOAFl9hhpdTI2u8kj16Ddw+qWHA8K4fNNiETHcX5zMKZL59+/baDAovfXwks0wBDSswmIeJ+qGRjcFh1rx71x156uWulaBEECHVSl9gB53DWaGTY98XHbEZyUBmdn579IBWdNMpm/WrlYrQyVHjy8b1moVHX+yePcOFrk7qr8mbU60E1eCassrLQIRu9sLeSq/r3JKIzuHKUb/h3A0KbM6G+nqHSHA0T25Zwm2jJjvFl5UPK4RwGfTpgm1U8BB7xJdvYLEZeOkJ7AUXXDDKohdlft7iXJuADeapJwkOrrzyyulT0deVl128WFkcA4NBGO30RRbFE5ojM+eO905pI/jZtNT2bHBNheg1viL12YCBK5IpHPqYhIcOOKtfpeG9Xqeff1YSJZ+DsEH943n1AFg0sB1yMTBaXbg2fAmmkll16AecW8iObJG+6M8TSVY39D/yJftOh/LXMrBC1+dkTuftcy666J9L9qefflIF6/qj4MyEjdQ9pr4rejXQw2EPHNrxxx71T/j4MQGHhD++yMbf8fLK4f/YMt3q7/ZV0VX1gfCI9qaRXL22gh95ylOfUhMgMuBDJLB+xXt0JzDandcy3JU62r4iuNGGLj/0HkhfcSTngwes0I0V5aOOik9gG+FNuzdEF5yG9siYTbMnqz3kLyBkJ9dff13xB+fx8VvVHwOnfbYjhcSisy4Wf9jKkOEYa9GoRtlQ1Rv22lXYExoLSOZAP4pzzhrrhYXz+ShAxpATWaGLfP06dZ9w7B8a+ryOcGMkyXWn5Xnn3dfjsPovsXYz08QiUh5GyyAZ1xchHJPK+qdpeerLa5yOjeNQ8rpuC0LdPm/Yhtm/N2UyDxH0yFpto4Uvv/BxIqXdsUqjE3ZHPJjXj+OzUmg+PM5gTd5kWw4tS4k6MVl487AVBGngxPuYqSYjMwKbYM2gtpRj+fVf/7XpPe/5i6L3CXkSxjeDaiCKYzCAS/C2nNDsJ7VDTEs1eGjXrO2SBDW+fmvVhePx3hUz2oP7MyuLM/U0AkYvuuhThYMT+pqv+brajOrR8ze84SfyUqsbp7/+4Aembzn7VdOeyIWT1A7a8FWdKPI1OLpfrm1PKXhL75HHnBDZ7M7nIe4oOaHVLGZzZmc6IrrJAh86shlK45XHcXtsFd0Gb+0pl9Chbe+tspzt3T++GGxlxBeUObuLL/50OQ/7Vgz8Zv8ckRUjXxkeSl7tXIU48jDwbMrsyuDL6aCF/H7zN3+zNjObPdrL8V35uvnxxx0/noSKHVi98Ohpf0jRF67tmfi2PGVj0Lch+4UvflHwz6sYwVsBdI50KwBjTxsy86wNzZErGVl1oXezPLT4ccJkQUa+zeNxVDAeYX5pViLI5qjcynMU3BgAJAP5t37rt67sqYLDN4TowVNdbOBAAjqy5nTZPdrQoUsYcIJ0BEw5rk2QW3tpcl59JLC1cT8yFEjYrIuuezj2yBK92jzqKN/gcksye8Dy3qNEm/VWWvu79GeBqTcB61c33zwGPzbmxXqSmayBYUu+uyO5bcmmBNY+evrE9KFP5ZMgHVgLmrQtKFqzJnva0g88SeZWiUD0B37g+2u1Eq1nRx6+Um/lrlZEkyeNQWz4KjoA2wnNApSyyVle6MMrXdWgm/bJAAx5bsoKq9U/n1god5O/cLaOBXPCqrV5ydymbHYVQNc31SJL8sEv+/ru7/k30+mnnTr97M/+bH2n7dMXX1QTpBrs0tZdCXbQsdLnQrQJTgThf+Gkf/pATwWvqYcn9LR/7fPa0Jv8Awd2VZ+nMz7GN+mshFlZMbnRbwU+NcmbbWHj5twOT/tw+lZdtZFr9jmCoLFp314xgIIbfdUm4csuu7yCcg9afN/3fV/tsXn9619fKnBbym1ROi751cTlYNkkvt3uI/NHPOKR07Zt28o3bszbgCVBlf1TO3dGJ9UfHhy+Hjhdd831Bfe93/u9xQ/6rEqrz0fEeCuA2ZcgqFaiBDnpD29+85vz9e4/TfGe3MI+YfqVX/vVaev6rG4noB/9eqz48in4+tVf/dX4K/uiBLCHFX749sb/+LxPTeDWrAYLrQ+0l04SnFaaD+NilC3Pl/U6///+2LZ+SCP/9wgG5MxHKTc594+mL9z4fQpsoOL0JEpAmJ9zQvaTcpblulEGXnnlzzANJ6/rL/F1ubqFt7p+oag/lTe3pTWdEmzT49zMZomzyyDo+tTUbRXiojxOLJtT9+3OI4jBYfbNyZeTxHM6vbdguh0juj9wIDPGGLlvvOgg2vboNyero0kcWuZstXLjVs6B3GvWacFKXut+2WWXxllvnE497bRywOrCzxEaXMCiFR9Sy9yxXviWzmAw4Uh1YjPzd7zjHdPWBBv2HnhR1MmnnBbaxneWLPfedcftNRjDpz0b+U465YE1gOB33869NWM5cNBj3pklc35xNPjhMPCog4LV6QU2AqrrMmCcctoZ0JZTXxearJQIuG6/c7zWHR8Hs8pUG6tzbhDBI5z49du4eWsN1r5FdMkll+V+e/aBhO5NZBC+90bmW/PemAuzx+c973lPNuleVPsN4CED+1Qe85jHJhSL3CqY872aDLAJbpgk8TuyoRSHv2ymjJP1pekNcY74JHP6F9D4wCd+DbAG+cMCt35dnv4IBt/34tjdzlPuqS7tb9++vYIdT3hdctGnp3Mfds50ILITzO1IAEZ2eEXvWKEILbm+J7cv7VPq4ICOtYN+MqJfs1C3TswIOWVPbqGfnN2iKvhcsxEDrXo+zCnwU1fw9ay8bdegfUfyBFYGf73Y6pPbkAIK9CVsj87dahorGVbx4GefbQtksjcrTnXLOnjoWMDDtsD5CfLsf/JEoJULdlG2Pt0zCeq9S8ZLLgWIkm/4PCVPffkIae1TSD02bdXM0yPshk7qVkFoEuQ857nPnS7Khm101Uw8bWwkv9Bjj4o9U6/O04s7MujfnEHY+1ToeNu2bdOznvWsCnroHa99KwAt3fe6Hzp2KnvORT3OG3nTq5UCKyL8yKZ8SoEca8Vwls09ucV0uz5xW75NFNtWBy/0RKdWOkr/7FP/z3th8Fm2Ehg25H1KJ5x04nRMJgH0ftllIwA49oQT691JVsoMxFZnOhUdaMmnVLTJpuxrwUP7zCVvVS9lJkQCFQmdHm12O49OP/axj1XfE8zwBS996UuzanNC0ZqqFaT6TIYk8DniiPG+HsFryTr8maRY2Ugj08bwdjCfH7gnvvTiBGtWlMhEfzr3vIevrDKb9AjY4fSiPkFkKlY7VrDUgR+N5zzskfVwh+DLCgRZArXx+O6783qOnVaFTsnj48+brrn6mumq3FZT18/tYk9c6tsmC1Zl+LV64WfKjRNk95m82PRTn/pk8E8Jks8at+EiMn7zsExo9+/NXqH4MPoGf/nlV0RvtyfY3JoPYj5j+ursszMxdsv1sMBU30m9TnTkxx7UP5CXpjaNZYMzveCVF0xglUnG5urgLmQR1YzeYuMAW22vauS1CkGbsjH+6MdNBzQSGrr9kXPvvCrvghybHlnL8wXIfTq9T4ENISGwOlmM3GcL5CGMk5Hv3L8S9rx8VcTPeYRYZSQ1JwNmMZ66y7I+h6+T8541jDxlqwN+1+HUpBLaAKlrrTaMc4bZSf6+vKado8eX1/mflkDDIHBCnKHARapZaWg1i2bgj80g9trXvjolh9W9eg7pyU9+cmZUD5u2b9+WvNRNB7YrfO2GbDBOxzglQQZn7dsxGeHLAfgC7GMf+7jhBBiuwWCW71D+LPvMDA5kBajuWwevvSv78pFCKxwc8/nnn18OiwN7WIKa8/J7RO4vc27u1dfTPNEd52QW87rXvTYzx8On0/O47ME4Oysg7bBOPfW06DYbU7PceiAd9LDDxkznG7PhklOBm6zM3NS5LY9kCkDWrMmGvDjfI445tvj1YqonRSbuYT/1qU+rIGh/ZM0RkY0gAo6Xv/zl1ZmttPhStUd4X/WqV1Xg9/DwtY8D1rESyK3LbNZAArZmcR/4QJbiry05n3vuw+sru0cdldtvNuZZgTGYZoOfpybokN3QeaUc6jT0KD8sQYWA8LkZJAUFHAwdsCvtVe3IXFmtZAQJp0inp512aumd/F/zmtfUjJbTRgfazcLUYSePe9xj63bg1sO3Tg9+yIPTh+YgIM5MsBXh5v8IbgWuXuvufSee5LFyhSYDHfxkBS8njK9dceYGLisYbJi+zTw51XMSYD0qujegs2MrZiULfTjNevu1AXnbtm31JM/+bE53rQysYH7t2t3T2ZGFYESQoJ0K1YOjZcb5uxVrkCObRz/6MWWfxri6PRQ8m7ZsrXNf1H7t615Xt6QMVujZfuYZ+Tr1M2uVzLeHDAomFXzN/shfMPSZvJhOsCMIo6cLnva06bYMNNflCZ2HZJB123dj9CbgIgP9xIdbvYzPF8XdEtm8eVMNLC/IioCvkpcvi+zRb7WkbiPlWr5E7qNPDn8ij77ZsgD/q7/6eaHn5OmJeYKHzHyc1JM+XrCHb5v9jzz62NpHdsYZZ2Z/1VkJktfnVsQJlSfwewwdkHOC7DGJyosIQ8/Tn/70TIBOLV9xwonHV998egZFMOP7QrktnCeAbLwVrJpo7d+3u14WaYM6GZWu0ifwo/9KBiypeF/wV5n5w359gFhwU/znWp832AvcS7axs6ddcMH05PBt5YEJ219XK5X7dlTA/8pXvjJ52VN21pnTEVk98lV4QfR55+VL9gl2S146Y/yVW+xW1y7M5AX+C8N7kE1nnHlmPvL7LyvA8RJMA7bVE8EXPtj90y98eto4azotq8lb41szfZue9exnl135COaZZ55REz19Wr+A3+dkXv3q1+TpqzPrxaluM5mEPvXMMXwAAEAASURBVCZ+mZ3zufrVoDO3ZSI/k1FftQcLB1uyYrN9+7b4vgSg6xPgb/EB3qxEhbvHP+Hx5QfHJDF+OzLblpf5Pe0Ces3kM/3ZQwD1FFH4shoYdZTM8Vl2F/GQr4IeP4N8JcU6B3zkSJ7t5ypfjsw6zOdVc5yTIdnnTwEJaCJ0TVVq23dU0rgd/Yq+AVrXXT7gB111fgjsXOV+Hdbs2psvFH4J6ZOJyM8/90FFKMPvqE2n6M7ejBXaIZM6LWGmExSDyV+Bi6CcY9KvO1iXdz1ICiaaoNgVPDlXx+AI1lIg50Labj0UbtqrOgOHc4ZSKUWcnSSH8zJDs1HS/WDGKXGMR+T+ac1YqvOjN7cHAqN6YrqaTfks/XHHHV8B3621hG5zWW5ZmWFm8HB7Y2PeR1HyixO7NbMMgY2XFhm8OBw0u2VTM+K05Y22WGiaV2QTnj2ybdXCQGNAM8PUseimcZnJc3hBkPvbnhZxG2meiaa9Xfn4nqcCfHTNxuUQUIP3jdl7Y3CCC/02U6Lf69Ej5sxuPHlgA2oGrjhQQZ/lU9+9MntcEyfuDak69F135hgHW7PrDBJmdegyUJK3wUA7ZuHo58xPMEjlmuxrVpnzWsGi68ByNntTVnyHt/Ub4zjy+K7bYByVAMaKgL0N+LgnQZTHvg2A8NIbmxqaLzUX7xzK7voadOwgeK0u+IhpTgtW4CEo8iSE2lmazM/TGuO2i5mbpX5L7fhhj2aOkrY5vXuyLM1u6e3ObELmmPqafbO9jb6GvDuDSAZC9/StMpHvlq1Hh6axD8sgD5+l/NEnrYDlMx6xiRoIZ13au+XWZ33gNfjRvyWzQgFcBRdhblN0Untrokfl6K6VxsioZBadoNEg2UFLbVhOQEoOViL8zKzpk47IuScJ+tadd+ajiAmM6XNz7N4bfu138qkOg189lr8lNrg/n/TI7QVyNIAYrOHB4/rIw9fZ2fqmBOP04bX62oUXbfqyQU6wJViyeVeeOhUEZhBjb3i8seqGlsiCXQo+vGOkfEx4X5t+aiKAd7/KD65lYkfy2Q7d8UN0Qn5Wztio/h+Q2GkGrNku9AmDJHvH26ZNW6KHzdMt+Zo5/ZeNxb7QXn4q7STczYqbR8LTL7NJfHzlPYFJ4Pbmi+a7ItMTjj+x9DS+Gm5DrA9Q+nr4hum2m2+pviEwPTIDKlrIonhIO/RUvnbmqXnDn/M9CdC8ByYeq4IAj69blbop/u7w6C7dcjomm7H3ZmWCHeg7ETPMJVufFbk7H8l0S/i444+LbrPvJ/Yp2PbE0KZ8oDXM5Hw81SQ/JFUfIn9BKVrYrf06dZ52jk6QKkDXJt/Cn94R/fObZKWvmVzpQz7QSacnJPC8J49k0xd/sSe3YavtOHRPR1lJh58/QSt9WiHxEdzyx9kAvntPJimRxx233J5bo1vSfvpsbHpnVoAEU4U37fFXfDKbZRv20fkEhTe6Hxm/YB9a7jsmIL2tePcAAHvFTyx3RSc11kUPEtrojoE47zznIOrWlzPwVQ5wwIpbZNe4Wbg4OOMaWJicj2poHPXGtgGy7fYUAB/1cpZKqTaaq+NYUcJD0RU7Bbv8sf1/+sSV07mZUN/fdJ8Cm/Mednp17iaqmcOae8ISIVTEl/Nidj46X4GPkJ37MdYua3h44OTwV8oERjHSrgem69byI2mmvNpPZyHehnWEp/H3eV/rzJyypF2n5cRynWrFG7wUGqyaqfya9QcY/kCNjhsnLDHkqjMPEmsOq5GxnOmAH234zPthue8vUXCX1VMiMVqDWiy02iug/Cl+XBhUk0Ywh3LtzrMudC3w6Zx4Alt0V01/VuXUWfDDM2gRCI6OxTgPZAAnN/oGg0eOWYK/5Jb65G91SBAE/p57suEu8Jx8J/j9Vpx24Ko8ed1mmq7zUUcACHNSYPHbPOJL29ridHKoZLCrNlKmAscGZuQB8mv7SJAePPCOXM2gcXT6AQd2BPOhEgEpD1wGQ/zBjZbxtM+gHTy6O7WMhi5W81foDCB7ZP/2ipU0Z7D9++Jo4ziHnnugZdshpeVWvOJi5IElT2nQ53UDZqJDh0NmrWM0D/nJ94N3FcewUTw0vup/ueCEwapDp/JdSwbZespnxkfOpetcVwocWM5fGnozURl0a69p6La1R4Zgi78ZF4zlB6KbpW3B7we2dQCnNtHsKB8+SV4f1VEXfOOowhmuaWp5ddnArW8M24Cn8OI1tDtXl31QEVsbbcx2NdOgzZH4zOiT3alvXEtF190nqz/OYi07Ys35D4cAscw2q8QtBzQ0f9pAz5IP9fwGKehataXBT/xO/EvjoBe6H2MCusNfJovsePAxbGMM2kPOoz3n4GfiqyfKY2vDxkd73X+Hv0FYtZkjPGyiVqf5iqrL/vJagsiJnH2BfE2CEhOttVkZRdOwl1X70M76PPJf3TY42WvxNOu/xiIcpUx9AbHJBzhp6NP54AUcvVafB5Dr4Rf0zVEnGhoyiwza7oFK6rdeus06znpFA8mVbnIyaIq/jR5aogUTuLKd6uPBiR/2kx98K+2U7MJb8vHlvTs48fHStXmqFzw8+MOrdoxTgOqJvCof8sTXgcgbnw2rHal4CE1frsDmPt2KKkpmYloAGKTkFkwFI31PMBLFfMRVgm5GGk9f6wDU0szKp4Q+lkISrHReFeQPp8FYCLIF1AaHDhoVmXJupXZCR0sVBAHZltbldlJhtX1AjF5iNIzbO04YZbgeDeiMyWMA1Y+CwsBRHBRiigXTdBa2kllMpRSunTY8vGgzY2XVG09aDKNrGG27/TfoGrJRj0yklqVj/4aOimEQxU87qZJt2iMJ8DrgwKOTjoGxnEI6cK/OoJFBC5rUL2OPPXQHlGfAN1Cuzz3mkk2QVmeb4YvOtCepXx1/vq5MykgafCtvGXLwo0w5PANmyALNytsuHYuewLU81BtJ3dF+0eMCDTONYEaAM3gczjfFNFxgOUZccZXFK5sU5GhPwlOav7dcgr8HZOVgWy4wr3FfO/9qYJodB3TrsqwtDV7oX/CAt8oevOVCPTzD2TYBAn/0aPZevI5qox+lbNA8nJz6UtNFJBhm+3WeNgpe4/M52MY7aBz0qte6HW3M8g58B6eFfTRSNMPTuBwbn2P9wOZXt8i0m3xZ+QtVpRIL+pK6fvMjbwQeQ//0oZ22GeXdrnP1OjVdrvu8YbUjreAJzs5rGOVNBzifh0C5PHIir+IFrpx0G/CUvRQsZiOL+J9AROfRV/6bqTevnmLr86J/xldvtw2c1OV1MV/LQ1fTqFr5P9KFMxM1zVlpAEeOxUfK2b/EfutYdAFmq9pMSXgselzhQQOVUl7/h99oGIOidvs36mh3tV+rPmTnTJBMdARSl3PdiEh/y4pQMqqfjLaHnAZe7eg3YxKkv0BS9UJnyST4Wyda4xNr0OavwIedloNyCe5VeeKZnkMf3LOsR9AxbAN9RfosHzBSy8A5sUUCdTJoH3J0ThaNF64uL6xBXHggWMhVHrh6MqNgEqDGv9NoitJO+IsOa+KS7RBak61ej/W5LGDyoHr10jtLH7oQ2AGySlNlfBn+3KfAxkyAYiqYQGEEQHAlvBi4AKWENRPeho1zAUcbaTPWfJQyg2uZT7jgO6+EPVfoPJfL/G5vpTztijnq2tE/tIk+Z+ODo+ELlzqEX45GWbGppTp3xE9d55RTobb6zXyTC5zAclrwAq1IK9dj1iBzwBgA3f5q+NHJW1bqF5zyxp+6NSNZDJ5ppcrxAM6xZdP1Rv4oA188zHgbduQPXOMcA0Xe3D6u0DJ3viod8B3gaGe0lcLYx/g+iAD33vq8N12jHeju3YHnBnJY8tZtKF3i6evBPxpLWalbJUV31x0wo13lI8hblfOA44yHTEPZjCe4Ak8GatMVGHT3oL+kqe2485Y0yuv6y3J4XTeNzq0CjoGhywat2pQaFmGChcbnuPyBk+Q5b7jOa9h2zK6DLnQ2z7N+U6H3qMF4b/jRfuPWZNCspBUaUuC8V4kAdPuOytT1I22yAlsph5Zt81FNpB5a0DzqjzYab2EaCO9Vv/WgzjKpp6zrNc6mr/Oblq7b+Pq64RzVXR7rIj1EGm2hYSGwKmnZhK+s9HaAbWyEbtieOqPuCn1VtmoDaSEw0U8GqHG7YkYud7YbPK7SP+Qhr+Dz+Dzaljw4X163LIasgtfElN89BM71Up6rlLQchg67XykHP5I2x9lq3pBRt1uyKB898kGnxQpoqmZwdftg4etVoyUPS96W5+o2D+oKAko6M2E1NpbNRklzavhxiYGlrBd04jN4TKYZM1zd3rCR4i61Q8MXwA1W6qNzbfvBVQmdM9zIGPDjlvvAupyUxwWlLfaTMgG1PpZ/jU9b4KudwEDvHLxbvON8tAG2f932/T3ep8DGikQZuyAlxBIbhvzWZWepZdEivAx/lfg2kAooislULJkHR3DVgBLeV9Uz6kYMw0HphF0lR23QRUWNhDf/g7PiFR2225nhc1jN+yJlssNZ+KGGIJvbqbY1mNz69XmyOncoSCuSXNygk9HGFIKLKa3QnryiMQ4q5qqS5lbKI9nQwUCCKZG9jj2u0WDQGAMJ2cMz8A48cMnX9ucnNHVwpXQYF3xfLIEf+OEc5waOsoW00bOk6tTazE/baIDf4cD+oUt1VuxhbnDIbtXIm6dR3J2ZoxvyaX6Vq4t2edoaZfgf+FKCnIIBL1/7YAf8yFPmGqxyNAy4IZiBHw9zp1Y9RalRbYI30R77M1brqGf1iLyaT6QO+lZ1p/XRhjPp8214lA/axzl6ybhT87wqq8H7Ki6sW/Ua9YZ9FiOFAt1gh0wb65DTYHi0u4pPDbzjjbxWeRwwrUsz5xGUjTbBaWvQh17Xknr5O/+0Xbl1Dd4sd/CJlpZDnSvpvFQbZVW96BpnQ79Na+c5olUatA24ysgfuJQ3r0u4Pi8aEH5Iajrg/ULnh4DPl5+PZxTID52C2fBYqzW1xyvyT97wEykGTHTkEJ9WPMmcC4qOOge4mpqHPrZMmm6QVS1/Iv35IocF38tz8CXr7o9lB/JgQeDQt/MFish5+M3uxzX7Bz6nth91tNflzv3YFRsv+yKDyh8IqLl1XCsThVNZ2+PAgW71pIaXt7Sdtger1+usEtfkY7SjnvpgGs8Sl3N8S3BK3Y5jBwjlO6r03uUoE2jWseSI/lV8zpft5mLAamu29RntvQ6NQybae+UHroNrczszAcqA0fKgMxmVV+2FBMcOmtkfuGTdix44+qetL0e6T4FNP6GzZAJrlt3lEQDRHYjxYqyWRpMfrz6MAbP5F3aKIXWGAHTSksa9eUtezTxTJ1UGzgi6hDEbi+XnSjOuWhkhwUOSdsogk39wrFGOtmdYOMHUMpv25igfXSmp9us4nwcAaIHVcmeUV/VX2k1hYOrvOK1z5BbPacsxcU320XDWyY/BkbHGbJgE63FNBt6dFJ0zyJD3gn5lUslnPq+M+U+XG7jGOcIk9WYiV86rYKXMRzNr1hWnOjp3AlnOKXpg/PKG/Iahy/OD20AqsJHAaNux9JFzcE3zsmxmbeCd63JgdTsw9LpHXrOJlA1HucoPB09OLTdtS92+8yEDeXUlJ+fkP+DqpM7H2ag781GOeehQ/r3wcuJlP8lPVY5JeafiF0y1N9pHPye+hAM/ZL26IhTo5A64Qf/Q+cAtn261ORzwvXEOWDDy4YGvZT6OjZvuRlujnQEnOCkaI9zC1nY28zdgZ2pStsRdulsVQ/Q4eFe1g55Bk/xBK0zOtdl0wznwyu+Af5AL18A36rc8yXGZlnu5Gp+jNNoa/LZdd1kfe2KHHTZIpx28FpL8abzL6z4/9Nh4m94u73zXXUZWlZ/Go+W8NTj+lq44pLBQAwleECdhq+TEL8PjN/ornGj/PPnQb3CMNgei0v3Q+grqwg/9jAeuTl33MLetyj+mzSJwpj+A2hh2oY0itKqjUXIEU/yOrPlvw+JjtK+vDz/Q18aganm2tdHHmsaqNygq+skwLaXyqI/+wcO9Gq4L+S2foi/9KR6vxr7O71ot38bVx4Zz3XnqFL6ZZ+fLvLpoGAwkVV2+Y7bxxtV4GwfoznPsdgrJ4s/SXzWuEgrphJ6l/HAt1XaNkDrsaOjGqmLJMnWQuoprNNa0jKsvz9/7FtgsZp2D9BAbYerkUjPdS46uaxDKUYBSMBkgm0E41CUMsMU92LmeQMkGu96UKWgpJ5I8MBTQA1sJKXhWBThoqkYXf8BVW9qbU3dqdYsvx9XinA/ajWUDBq31v/6AHTzBLWuUOx8DVuiNAaRKtQ3WpuFRZzgYiNFRxpmKB7IfF50csMDHZrKSS+Dc8oHM91G4tuZp4O2AYtRvHrtuD/R9rbzaLZo4mXsPAKM+vjhug9lYeaCbdZboktqhCzTgbdzoGYFCdJ5/4Lqtprlhux58YPrnusvI009fKnmCc52rJT457eB0wiEXMG6jjtWYbrcEWfW1Cf+QZ0ivNNqkm0OdIt5W2wU85DDk331AHlzo8FvlZdWhK9fOkNfcMImlYMhr9I8ORlbz0TTo9Bfu5odd+KFxtDn3v9mW0TWCntV24W364BnngzZCd9000jzakpGzmb+Ug+m0KnttNy+Nd8Y1hF6NpPZcv+XaATNeRjtzc4EbbQ57HvDabfqaj6Ws5LUO5De8Y/FSOUOOjcexcTkOfQzddFnv8es6zbdrybHbnZtYweO6y5Y0yNde4+hrx5E3l9UkcoaNjWqSzomLvTftox7/koJS0eALrmG3Q/ZNa9PUNAw8wwcELWtI3wsOyIKj4dRfzvDhTs8YYwQ4hFFe0ipto7/L7n47IAqs4NiyFBQraQTDq3Srvwzk9fU1cwdBl1+G4JI3GQ1dJquCdbeQQl1wZCo2tznkuUqn1c7VfSvqt874ZNjBSn10rt2+blzyur48eFdpHHWUK7MFpMuWRz5mdAsyzf+FM1Cvxom037psWshEXuNqmpRLK/mhcblHq/JLf/xK8zVsu4Lq1G15gIV3HAtt/vAhQ6bNWx8b4v4e71NgE6porAhuAsrcZgaKiZkhcCWIuU7Bk4b6c2WME3DnFXzKGIhU13O569q8FQNgBIU/eXCtBFaBtZ/W6kLNSFJWNM205DLVUhaDKdyhp8stYcPmepUCNVbT6EiDunE+yoIyaQx+dabnH5qIzr8At8KbhtqZDkdQm3SFiBjl7JSKJnUqe4VeMMXjIIdFYa5aLeNKeRnvTEfzqZFisZoZ8EAG/tHOXGU+kAmA/NHrU18HMqDsyxM68GrP5sHSC4jkNY+pWOVr81RELZt241DOsshp1VHvXueuAzOylemQrsfRSwPRE4KAVWr0jYujbFrK4Qeqg7tRY/DQ9VOaNtAD4bCT0SHVu3cjRT/nUmnIoYIPcPk/aKAHjsvgPsu3yoIb7UktL+ejjVU9NP3V1twUHqvfVN05U+UZX50FZshi9LEBP/DSlzK4HUf7haD+lN0kf7QJfy78HQjrvMtMLJT6FWRgumzJVw9YVRl8oVRj/sko+Y726GjQgUY4ya9boTO8DLk2XSsoWs7VTjU04xh1wK/Kb2kfq7SnaqXmpa+H7FI/GSvt5lw+WKnzl3U7r4/gDoU/NA9s43DedTsP/JCJNuHDqzozzxXEkBV/NHgfAfegtfHDAmdf91F+n8+sFRyVsd1xG8zZqE8Gy6SuvBHcBL76yqCt22t49A8aR06gZ7qHnSoriHEoulbhZS7lYyKZQTltd/9p/Oo0XYMn9WCej2FB0DZoZYPkOWQHqu2mAplRceBLEMUoBLl1OxTwF0jalvrYIEtbl9d2Bq7p7XPlo37sfzir4ZpX8kGs0op+qY/O1V/y1bgd0eJHfr4hJq3Qk/ODWYEPBtkrqfs39uYqJXvyBqutprnLl+2vILqfJ/cpsCmlhap1qM+vWMt1CUxeks2ELYQ2go4ke/kXPIdY9WZGWrDq+jX+ihgJWh1BzSx01bSoXgUlMz2tiCx1FB6dagh0bojCkqftqjsfRbFFT22AXu0QQzFDufgJeOqN8sHfUBqrFm8VH+iPcxkD6FhZGi8VG9F+42GNB+cnm7RTMyDLd0n2auDQqsyQyTDwkl3u55a91OoJmsZqEGfbydtGQ0XNWEadUcrpIU9q+rSDL8Y5aGsjbIMexqnR1iWch84yWq6NY7Thnmw+gplHlLu9knNRMP70NT6d9y/Mh57xKG4HcWgf+MP3gdXBpOsMR4bSdgiDNzkCDD/7NPCL72EDOSuxW80Z8MNuVonEK9we66zALkVwVLtwup7r+jCefDbQb1uN1MdsOe203cWckqy6DZ3jS1IXv3WMjueuVWUth8KPyxrg8dE8FIbU7VmnfHjN0MaqEjlrCx0FnfYGPrwPnEsdgq+XshF+VrTAkIdg1vmwzzGAkc0ywO0yemxdVqPzn35Z4ZhsREZzvxmiINXBR9PX9MI75Kb9wceSn9HurIdAqu/XMPC0DMAO/KtwDatMHb/Goa4W+3p5BN/9oPPBy5eW7Xf5sLWW/eClYcGgc1m/8+Cyf8v1OKLJT/6wPS+N806jdbFbbzSGy8voZtXXtfoD1+DV9cDZNBc1hTvYRyPBj9LiR/uzT+3tCvKrLDCFf+5r6SQlvC4b9hzeZ7ztI2qyqo00YgwYfXf20dXuKm2NS91lqie/Ulf7Q2OD3g0brFYOnINX+Wrq3+kb7Nq/WQ7dF+ig89r3tV6qdpAMNPNR5hdITS+8jXvQuArc1/qFF3mm4ZW2mwZt9dNty8k6LOjSP/u826yM/IFDXh/ZoCQPb+jqV1a0fRZ88snG3ZNgSX39c4yp6vdrJMhSIvp+nH1NJrcjb/iPPl/KsADux5/7FNhUdJhGy3xmwSCfcJo4JiQRTKc+L/OahdnKcZRa8I2nha6u8y5fwlbFbjAX6c+B4wh06ignv6YN3lJ+FCi/U7eTilEFRZW6qnjZpoy+Dmjh7WtKbH7aoXQnG/SDUGfgQEuxXR1xZgBOjaQAXjP8xt8y6qP2B0bgQzbdftcJgsJFC6syVE8rcydxOSf1Zko6q9ofbVaDxQMjb30CVK/qznSDX6EhNdh/XH3oDCXRDSlLq7ysXn8eD4H1KO/YFLnaeUqX6C0hDlzd7shKx0k9mIvbBU0DjgMvMlb+qDc2pgokVgfEgWHwuMIXnqvm3ILd/qk/cucSh/xW6uSSQwDTdA8a6FrwNgL6liV6yJk9yevzcats4FWvdTv4Xm1Dvh999aDnmtOq9mfSVwSQk8a1lC/YcR2HjyZyxf/86/rgUly4lXVanndeH4cc9NWy0hpUSKgkmcPSoaqzxKWu/lwDacqaX3AjjYBgkDLo6fpgJdd+g45Rq2G+UBmIhiUTePpa2aF1lrjALWHBd+r8Pna+IxxLfXQe2YBv/sb5qtwbx0rdAA5bGH6wJyhLGrtO09FHViW5HvaYCwZfQejQO38DF5jlTx6bixmnfPZ7A1v99afhl+c0tOaL4ARP9njrVyY0H8PvLnWKvkFrMKYtt5Pw0/1q1b5H+2TIBwQmp1ZuWtbKtdlHbXa7A3i0VaIpqOTOMlmFmwty6DzHerHkzFfzB7JvpbWMHNHQK6U2K6u//HX91n23I995223zop3G2zBVZ4bvvKIn9cmlb2n2RKvLlm12PbicS46dXxlzXp/f3+N9CmyKWUJEzMLYi9jk9S2henw71wU3C6fqzlTf6zxKAtfMd9nyeplX+VqvmfcwvhltFBalE3wG0X1zYMAAGGb90D4bpjotZOdFq47Hey8SdCMxHg50dO7OdS2tGgm4YUB0WZ3CjBmpMzJHxjX8K5rTUQuN7tyR8MA7KIO/BzcOVdmgo+ShoaTGWxf5s+Sv8xiiusVWOSYlg8nS7MwvXP5VV6XDQA29DsNs3AUXWNeH0tJOEB7BJhxgpD52PXlk0vgaVw16giOducuDqeG6k8IjNT5HctIBu2yFd7zNNHeZ6n50x0QGuoGz5FXw6EgjZFgAeJFBPs4H/LCRQW8yZ90NmBK/zEqhsWoO5zRsJQNZcFNx2ZRoPan5zVnOx/WqzQ0awK3yDya/YmbkkyUdqmcp3Tm8nVoW2nDe144l5wAO3gZtXXcFdhh0o1vBoZzs2XlJYW5y5I+Bb7QBbvAGSeur9Q6mk3N8oKEnMI1v5KO15dG1+nroX676jbePLdcvVCav2pxtEY62QefSst7IGXnyD00N223CJTVvzZNj/9Rp+FHeWME4H8euO1pdHaDHbfeu8/nHprOPAwKWwXvb8KGr7p+Paci76Iiu+ANp1X/N+gvPrdqCTTva6rwhoyHDQpA/4JSTV9uHstU6KY/frdtysbua9f5v2t4EXK+jvPM8Wq50tS+WNy22JMu7jAk2XjDQNjuGdCcsAQxMhwAdloEwaTKQdHryNCQMPKETQpokkwxMErZAICGhJ4TFSSA4mMUBvNvIErI229qXq+XqSpr/7/+e//eVLk6eIHtKOrfqVL31bvVW1Vt16pyPT3hgg7pFf8NFITVrl6v6v2jLuRF2bVAWz4aQ3tM+0Q18OCgm7V131Ukty6N6xS/2nZJUqzz4aeUgnbr01dSnFml2sdy3raq+XRo6htG892j0wFE6HfLT3od26ajkAp+DF9LwAOE+r8eHDkMv8ImDv70vhI/v31NybHid7dGCRC8Hvm9c7EiSl9iKaQDcF3JYKXiQ494NgWGiYFXpJyLMAr0NnReUaDOzLm1cquCJAIVTrMs2iEGoLI1iWBWjUC7yE9IIxPbQZfiafwXcI+wRV70yTvgUJYB0VT1WCYUDGOUaxn+cz1sL4CD/ZJoFj17sDJmeYI298NtRUz13QgmYrT9WFQngJiSGBulcgbOSBnwzgBYlGDM1xcV18Uo5914dqIx2iqzBiX4jU+jlvmCCu3ClXmJg00apB57KUxvr68U1IULbz/rMD21Uh5nRXv1DPlKWE8Y5Waw4Te42ptQTbNUR+V4+6hF6W8Bi/QiHfPjhnnLJq38e1JXhLLJJ2XiAE263N7sltAU0uYDmAmfFfAGVx5Tg9dZxj5Ot/Sl6hHf8aPsoRjVB1gfwcfmsAzY7QA1N2pC431bWl1eRGH74KY7osvRVCCsd+ckrWcFveSUf5OsqPtr+RJuFP2Ku4Za98PJ2jKvBqIIi25O602B8EE2hGYpiOOiS2dcDidIT+gS+t811Xx9wq10veOJLt5lITUt/opNCWXYXHQZmckx5QmSafB+Y2HHK25i68AVMq7PwFNztPfWDO7hSXmXgQ6G0WUEQk1ey97F2IBmT2Yk0nD0Tdq2pm6vq8zc0E1cJbRD9U4t6BRu5W7kyNsNvwaH/7BZiG9xTFt6VFnNlB9QwgPM8f4i0wcVD1ZWcsokjetRGcJv3HR2+LadwoB6P1lSawi521Q/d4csCxZOMVHXb8R141VUovKUD8pA7OuLeJarrdDEwSJPH1Ya2Lri4WjhkAoa4zW95QQcCOokPyoEPv0knn3twtvwHJzGBuqEZ+uQzxyInsxQithdtVnZHXeaXarOiZ+0YJ/gSooPcP9b4lBybVkDYpJmiNDqOjT0N2Dci5dKgnpQTlSFg4FG6BXGdUqaayFnEVr4UxORuWuDRvXGCl4Y3dP70Ew5FMjCZyoDHGA046XQJaUA3l4SYogmM1gp/UXw5Xz1vKh8OHmBiWzgTEDpBTjEhcH8ESwl0UysEJCn8GAF5iIKBEEqHSsCL8oB2oNyAiilDNvSmf5EhPFeF4V/ry7fwUMZXryODHeL8Fx/GW4y4vOcL7su5gVZ1NtCZPjzAl8JkPswPRiwZvWPTT2zkD4Lqtvforken5j3hH/isz3H38noghzYTBDZSbVH0ex7Qif6lAw346vsT/BYLxbvLhQC6tjXxS6iBHNlor+JTJqjb8Fw8gQv98HtbwxAZqVu50OE6yXZEi7bkMS+ODXYK3/z8AGYKT9EzWKJrpbjz4G5+4Fn/SzZsKrJVv6MMu2frnjJoMUiBZRhKLugXnVrxVVr4LEjJE1lChxjeCZS1IfmCGPBX5fCpx2V+o0Rp1Tce2ranJapiXfzYNqsWeMhjUPfArmxoYmp1wSP8IE9PSQlgwm/Lf/iljBC4pIlTj3QbUoc4eNpy0pS1tpjy1CHO1dIOXPAGnnvkKnYr7cbvaRUOyqsPBGfw8Ev32GvqFB0UdXK7VX79BRzdElKXtiMEL+1MOvfEkcvjCTzzT8jMf0+yqFaexxfhNJzbr2wE+HI4kKtwqIH1O1h1BjFtzXhg+tA2e2DqGffOeU9NOGgT4EsGiGpscz9SntVTfbXVO7C5H/AhWFOBJi+uiO+qXry08NRPiL4opz+2+ireqh8CN6ClytEveGgLyugvyefeZao37MtDvkMn8AYGjxMn4yfL+KWr1CMP309dbEA/MAKiAhDNeFBZ2Etohkfjos7jFE7JsYGZCAfr3A8YFG9hGh5ReBoknRrYGOBAjqZB0pjBQzy9OXBE/alqLPDmok7U4h0eEMOXBj9GbkzazwOFywcbVbd1bIqPwkBDUeekyRsjhe+TGoVOjtH1tVU9kyCwdakRjavoFyeRvxq+9IIBgGeoW9OSVOCPbEXJYPpDGbhU0QN+GTX6iu6ADy9pB3i0w2UMtJFVBWjTwYtiiYYsQ5iWG+iAPzE4WtrcO4BA/Apc8JFGMf+DQ3IUrwUDLIE8r/w8wPUc9TSpy0oOUG/JGmaIk/rVRuJR/7AI7wiqnvVGPRMqYsC4vWQx5GOn/BMT5r3aqnTuchXx9h2h9ICl6ZKD+68FYMOX4USrZC9dgpt786jf5ZqmXRvskfvwC9s4fWU34uNfIAg8FztbHMIFj2npLpPE5LqpE95STj1pRbj4XTNpJjwasHTptlI+ITKanvsO+fBDqbWNdounXtclc+kBGHCQx1WLm8JNGXih19Ic6gf+ql2g1gbL0euF/OKv8P5rZeZN8PAEHe6L3sk4BrTEQHCnTuAThx64kk7c8gY8V/AAY/tUXOfBPICoSukFWGCiQ1ItjfpJmGpZwAILTXI9XhILT0KNHf1jQxzLvoi64cs7jqqQezunAQQRjPQXUbA7CxEwUwGYrjLhLQdPC2fxFL5YvPKYhjJC5QdrYCmBAkFlqgMEsJab2Opjl0961pg96PuuU7Ak0WFolc4qL/yCn3/lGxX+6Ic4dXq0jibbUVsGPLjZlSTkvoWxzpGBuU6yJbheY1fkmz4y6grdAU/SYfUxpDg5ADOAo1EUeOSmTOe7HFrgFh5D9LwPdVZ6HbZF0bDuKvm4/D1lx6YVsk3n9TcEiRJgmjRxBGjLGJRoGJ++NiyDWHnRcS6CA6lbepPxpTzawbHChIXNirYxq/GVPWjU1ClcgrBnUxiKTzWcbutv0Qe2Vu8YEbL2+TgxNgl6CSt3U1RHIAZGOzqOi4fKrzLwSUsD+YpGc9+XkR8dQBfixqA/qWNa8EiCAIzuhwEc3CNHyQB0fUwJYcinHnCSj6TpoMf6aGBohZd0krQ95UmrtvDxOIldrR53rzd4sJ5LGMHVAK1chk5K+1TJhwym7bgGqOKt8sPvQF4zD9/gDS0lkb+XkRhKFZSSSqBrXjzh1iCOJYHH/IJCuDEXODQPth3Sypf8lYe8wV350EkeA2jpRwO0nA++6km9qqsS7x5q10RQ9UXjmjRE0nQHX+sVbfgDkLr6AyCEipaz6rEQv1hPv+MtJ3VVg8FTBSSnfzQ89PLxIh724h8N7MtNS/CRxzEDJDhEe1ovS233G7OwoW3S/V/xPMHjNtpI2eBAFse8oci5CO/3Wjjniztjwcbcz61jYRBf7O7Vzw3EoVP1Jhiv4M2B69V4AEjkSdxUG8iYsuBpYZI2DHL0+LmHntvFke96WYb6K5AqI51JlPSAHjj7MZakx45Bv8Ju0VcFyk3b7VC2Sx/EPIq16Jz71lEDBj6EoDRlOmCVFREpUDbkEf6owySc39yKJORHF9Rp09y7ngwMy4mcGT+KD6CqXltOmkO3CdQJbtKEkrOnGX1gYR5rGJNSh7GuZDLNHhZ8wUU+bcJFmvxBG1VV57u1reMhPuDDW+LwzX1wmnZfQDr1gGnTJVufxw3tigSCC34W8vQJ42aMUBm2o8SAXmAzlrl3hq7xgpv/fWuqTAgGOgEEHOTSFzn7Aw3AIgvpLKiBJ7iOcdX94/X3lBwbiMNs29BRTMooj0A1gPJLoHxgSI8V/JodW+48tinDY8BmkvegJIXU5MbjIoRvt/aHoodmlAM/MTLyaMgZHrilYHUY6095PnAlxHwlEXgeaxGAxzHjVV699mEeyOOyrathmEZrRYIxMXiUnAN9FCpPGsUfq022GOuxWyHib28EnMzXf+1bugg+MQwC9dEdIXIlbZlVETy1I6S4lzl6gCfyDNu3R2B4DfwYH9LDgTQMnRSafdsOBkk6peSEJbHIa/Slk+KPdNo5MTwmkFf54GECwtjRohB6cC0ZyD8mHU0f4TyKylVMXpwPqwc+xUs6F3iNtdctslkI4eUgKY7yNP0yL14KsvFWEPjKtsrelKEy8hAQbNi1JVY1nGKo1T8XixGcU0liW2D+gAvLqZSI6i+zf2kg+jdvleX2oI2GoXhIJbeHz78oH+eBfiE7oX8gA2JSH5r+DICYyK6R+el1TrlxiRDSVR8omxhMOtJxTYKGEBCMSx+OEY5855hvfszUsog+/SB2mQUNExof0/TAJtu1RmFYwStBeKZZjbYdQ2oHldXmSe0hwGPjNXF4V8Lne8Sz/4kv+iaONv1buuHWH2QTybZ/Qj86o0/ZbsmEkWLGcrkd+3vrV8wiL/CE2HtWz7ZVlVvX2K3SaVunVQd6lFPH2m1gwGl9TsINPCH0iLmCG56BAXfJhY7gA3HUxj08WKb4sDjjHzZU4rqO2oHzTlisZRRfMAiPHoOQS6XkGKfubU9Cwg568gTgNPe5wi+PFzG+jPOUU5Y6TjR/KIs+WvzJJy91Q4t7ylOW+qGT3zbMvevTg9WPp02d4T5eOKtPgeeYv81F/xFe+mCvo9AI7R+5F5xayjqlvaFZc0ot3tF77AE+Uz88J25log75qdfKQRlh5sgM8ykw1F1jE+2mNP0bOvWZFspLh6TAVX0uei0dYAOqaFvgrx0/8gTG2Ao/+dmI8Gw6AjA8OhNsyWdsrmMUJ+qDsqQToofcP9b4lBybMIFAEQpGyI+iSQeuGib3KJlBpjpT1Uvdgkm94Kj61Thto0IbGAyImHvKw5d5Uz6dUQW6FJPueSXlpiMhngzfl7Fr394PeOnpCKwfUHq6wosBw2tge7QmGVwnraQgKhNkFvdOCUaBoTU0wEWIXKSDKzxzH7jQJy9wicOXMfadBXwMYnk8I+z6L5404dFnUBe0bdjmrToZ+YAOcIKj5zX0wJ1y0lQo+cEhGpa/158mUjYmTF54GWwJdE3aSNgL3Ln1JzK29GB4wKvAmCQJ8MH5HsqKz/oiZ/hITHuwAwIcCoAuz8vRDyxoOleZoHr9Qht84aG2sIflRat0SNskhPe2btm59CAgHDno1FU6Jx0c1Ku6ODXolUolZ8oS90XyWcomkCn8grNW+z1n4EBWnDoqKpTTh4MdWQXj/Opvtk0AFSyXYsojD3w4nKQr+Kd+ESlnpjcAa6BfzKgYp80YWEhIMdiDCPV5yEKbOctpcJXstasAf9EbfEQv5gk9ojzF0Un6GnBtOxm+/5N8bgNHOnRCA+ngPTDEhMS+0Z/JcOAPDmBavKlDOfmBi3kZt223aFuuvglS1yLLASebtO9x7p3R39MH0IHayDhhEr70L3SNu0daotVkSZb56pkiDSz1juq3BosQ6MomgQ+uxOQRch8c5rGKqlzaqzEKmxoKGvi2PVMNnP78gWz9uA4Tm4blE5/CIZNTKLkpC96Wl7ZNKDc9dCWcoQ08cNEXWAObNHHg7PyqTvIShwfqtiH8BD99w7gEV1h6erSt+kmbBx7qBXd7712XfgEQGMppe/TpNDTEa3iozKInxAMdOF9/zJfzXfukeq1OAv9Y4lNybCJoDMZsNgpPo7b51SCodWh8EaaNJwsDrdJjNUlwR6HhJbRi4JQXzVKoV3YyOrDURM6kpaCMyu0NQHJQj86HfYGHwbcmvtzXQAntQXADM7oKKzYEfRWWWsoAIqdK/X9QF0BlcbCOCbM1nMiXvEGdPmE94BzhCojYZPjoAHBgHXoZ66aMGzjKWRUA5RVbD4AMpoNMmjSY6DwZEguGcoTmH//blSN5kDU+lwFbbRN+ohfbkzGmRQTZtxlETIbakaNPcx+5IwdUypEdwocORcCfBEumQslKea9LjXBqEVh2nTjkaY+TeKG+AMkDN4F0e+/MPp90eAp8ytt70qHHwJdgfRm/cmgItUcG1eC1XvqByCDA9zwWnuIvOI1IgMAER5VF+6KhJGXIlRU8zoEXEMYfXVX/CO/goV4bkwZPQiXhKTnoNDDQpqDwkkq/rF2aGnCpSTuFx8TkE7hv+Sg8Q4LwG5i2/VInOIxMfyJfbCr3wKftWxmDO/hCIzF4A5+YvNQjnRC7B44+NpSi2oA2KYe2agQHsXXX9+XU61vHwGkDLxQEAAz11CUflRcqqdiPN4kJ8JdQNGt8gLYXDyLif8QmWDob1qlFUBYkBumZDa82CZhSmyfQD4CFD/BG7qSJuVr9wZPLhaTGsKENgRcchNRL3TYfWdgJwkR5k7OFxS64b/sw91zBET5jQ6EXuNwTE+AheLkPXPDknk7Uqw2wAV/ZaY0sjP+Elp/gcB54pOvgB5ZyeAAH+cEVvigPPtIJyeO+Taf8scSn5NhMZqJlNkLBVCsQ9s34ymOAKCD1wMeVe+q2SuG+JhRShRdYLuDi5bb1gQMntIBhuw2d8igl9DSLq73Vcfx67pBfOgWPRbBOGzj1BZuvaQqz82tgwJRNTJOKnCGVue1EhwRpv9qO8Cpzh6MT9kE5QxjSgots4ZMYGSJL6hJDncGLdWz0Sn7qBEfqA5Ny6HBPDFybn7zwQhmymKISXsWjy16mmnBKF06DzijRiBKMPvwvJMM2AAw8ukIr98ljYLYOm7rhD46AI0R+ZCXARzmlQ32TP5mH6EA1+jo9Tz3fMh3rmXqhERzgg17xXPWshUmyAhc+SRPA0eL5t+QBH71UfdXq20GJno+ye+Dc7ugW5ArOywAutRV9+KhyXlX3Yy3MhHrslli9pWPgIgd1B45NXx004S+6oqjoFFDK625YVvIUIy186g/5AKbgUsY9dcAd/hLH9tNO1GnhuE8Y8ICgfd+gLLiJYy8DWJWHFrCkQ3MyTPJDP3hTJ/eT63Ef/kknUM91lJGzTJSlfjVdtR2wKXNsONmKHw0XTv4yRiX0VeoWuvrP7jJn5TSSe1wNLLGdq36shR7fTDqJRz3mLx2IBuXeFaImbUdWT4O+R9C9WlSJvn1ll5EfXqmv0VknBwQlvqFlOXs+vdDs+0XskfrwQAg897UzWXRCIzDE5Bl3Xy92QFnwkfYYLpYnOwnUb/HmPji5x9F4tABMWzcw5KUs5YmTH7mp82hlwRU+uCddOhnKnLrE4OQCJvWIkw5OESyailXobOoHV2j9SL0BglNLPLoW/w24IlyYjFAtw0FTTJdQGG4MIrDtPbAxkipnkAYTDVu6iULJJZ06wCdNzBXcdMJOvyyd15fhxqYNP/32NvAEnRIQD/VjZnQccHAq/7gdkjI+f19E9+bJHUpnRPpnqnaGnFeGVE4ArodCv8tBsoLkcmeGtzIo8sM/cfSUuK8oGDpRDSaT4aILYEm3F3nI5N2ZRmfkEwLbpks3SEBjEKPr8Nkbas+r7kBSsAAZvpHD5UNZBTAIRaf4I5N72ik7SJGL/MAmTUw5shFIt6GVC9mBa1dPomaZ/LVnVXQ7qr0yuAZ/i2dIr2yvyqBaOglv4YP7hBbPv5bX9gfqEIhw9uutKPUBtYt30QZtUrYfeqGV++CAnVZNNkVpvGxRZSSEnRDWg8N8qTJ6JM+86Z4a5IXXwJsHlXn3FIR9GNTVfWATA9Km+yonReANTGgC8Gjp5IXnkxDlBnzivx20qcfV0kke1cjPlXqURw8tbNLAkyaEn+SRT5p8Quok7UzyKyO3P8KjkAz6ToGmPRNrQleBuO/bGlmA5A88kE4oR9bOh7L43bdiIOWMqaogmym5qBwEomKjAqeufnzEhgm1K0Q9FnDoxdn6Azy2hPsifYqhsjAwk2Zi1Zjtx1vgCb2qbzyQ7vOj7+g5+cRtXvLDReLUzz0xeanrcrHAcb6UkYdNpC6wsZHAJI5jE3sgP7wQhw75BHACG/yTYSgL3cRVc8h38E8uT36LkzRwubiPjQY+vLQw4XVy/fBCnPpt3qmmT8mxgeEwEcWFYe5JIxyBNBf5OAu5bxkmjxBFBH8ZPWUYBnhQaOGcTNcI9KelCx4msOBXTXczOgZw4cWPO+hs/IMX/WcbkXR+AZXOlacA5E/VDQO0t99F17B9g8Ov+7BkrgC90lkNCoNeW/xAW+riC5lkRDbqIgPBfDWxK+oPJGTaqlsdvpUr9ZIXqi0u8FMeOtQhPNo99VCPmSQyE2Rg7IWj6pUeQzf0oE85TqZ3rkj39hIYYzWdwgE8h2cdN/nFyxCmrQcsl/P6NuA2eeQHBjwn56NrlYtmHY4Tr/zzYDu0m7aNwntwgS8r0eB2nngh9iUeSpX+C0snheBKZuiRz0XfgE8O8BYsTJdcgUkMjrQxeQnhhYq9umhJ8ycKxm+k5rToUbfFAV9pQ/oadMLr5PYnv75VM8QRHonh59FC6KXc9+ix5yX51E26xZd0ysIv+eExdSmTAMZDGQE4rjYdXMnPfWQH1rgUG6ZvdyE238BzUZZ0Yuq2ZcC0F+UJrq8bxiJzOInP1GtlEUfCp7FL4tUuBTzqshMP5pJV7DkgB/W5N70+FhaspYAGf8FdcMkKbfCC60Q/kIIrAXn92EwwjJVt8M44Gf2i0Hzqlj4JbuMEV89X1S/9gpdHQ8X/UN/RC+VGrdiwtH8fuE85WakDrsiU8sTAQR9Vpv2DJ3xyX3oc8jiAkRzZnW5xgjf3rd6SH95SFlqUT5a9rZMy4MHPfe261dic/OAFhjRxFodtWfD58SdtgjzEfQiNFk/KHs/4lB0bmEBorgSEOnkFPDQG8v0DemrxCAp8AnnJJy/3xGWo5YhQFqWQJnCfyw0jnqiXPOPF0OL5iy5lE8C5M/BHePoOhUwT+kIrhaRdv6GDLJy0J0CPwXqaXPThDwSKNvKonAu00CuDIU3NYQCmsspoolNwc0E/PAxqmd9ybNQTPLBBI/DwSB3uCaY/qDxMkD9YQZNWHeg7v2eUNLjMl2ILJBTFV+EGI3Ch76rAWjD+UEYd4SazBHYd8IQGeApv0QNf7WhRUmXE8NLqKXWIqUOnMxx60D9ox/kyTjEITQJxpaslzDaDEw2nwVNz/IBf6kIX/ZJOQC5oi0P/05+BPQUGGtQ1feoavuiTxj7AEb4iU8qSH9lxbuoHJbFDKBOXTKkbfMSExIULucEBDy6tthEmlZiPyqcQGyheg4M4uqC2dd7rEvxcgSHmwtawMYLvi4DxkJc6xR85fehxUcfMgk9F6DK4A0rc1i+NDEsDH1qUPFoe+cYjWrRNAnm50p6pD4z56uUi37DURwaVp25sCRyuJ5jAcw8cweWUUR88BO4dFX47BcLT8oGNEsAzqOcc/hQt4oHjoHRssPQKvn+hvgqAjf7BaG5Nazh+UA4SYOEDWSIj95QbRml44QhAixO8CamXGIKRy3k9r3BCPzBe7FY0Qc99q9NW78lvabXwyScOfeqkXmJwhn/0Tz79gph7yrMrQ97ki3kledBq06FLfkLogbvVRZsGByF5qUs82UZCgxi9pU5icBmGdmOMRaaeNnKTZ6dGuIebAr3Nkqf6wCWEt9w/XvGQwo+BEcFQaCtsjMDCiXHKUg5qTqDzOIdt/pTRiKw4IxzpNH7YoQxaHOalfPIFDq7x8fFBDI7gDC2NpgPD9rmAHq/6EqYv+F75ipCBH088MXFUp+O1ypRdTNdF7EvwnM6hjGsKj6n0WfdDB/Z3h/bv6w6PHeiOHj6kRtfpf36gUN8MOTZ+pDuhGJy+lH+CctE5PqFyPnXvVXjxSWdodRpdDmIpSGpR0GBAAjnEN6/aAnPkyBHrDT3YQAU5rjzyp+nVwDL1zvcS3gMPP2yIfoE5dOiQv0ES3XpgF370jMaKtgaK6cKlnbhOl5q2LjmEx/AY9Rz+8OGjPazyVInX3sHvdhEm8E/TV3ChS17aH77zddxD0uXhw4cNA1wGh5kzZw7yRpRGZyM8o6b9RIsOx6fWwckr/NQDr21Fecg9LvoOSk8BRrK57QVL3No5cNz7tXHtUB2VLvgZBOhaDtpMXwqGBm1HSHtRDz6gN1Xy0nRHJNNR5R1S7DakAnWRgf6jW+tFsW1a+eShPwI/fjk6a5a/4UG7q6r5KPrVb8iEN/QHL8gemchv31BhN5EyHCb6KforWLMjmWpQs22KF+Qnja0oYb7Jg47lRX+NHMgwoXJkPqg6nHezPSmGZ+qkfYEt2jWO8GmCKaIBbmyXcnQBDLKhE3Rg3fS6B5cHX93zPZ3jarO9e/ea5nR99wRY+gz2RwA38NwHLzhZANE+0MMmaL/ImHrEg3YXDniirW3b6Fn1qIP8h3t9IQ+BdiBAE1uwA4MM4hk5B7YheMutfHBjQwcOHPDZP+oCDw3vignW8qudrGfJCozx8XkE7UjTxsd0Xoa+StuTlga66TNGxZPk1rmVI0eO6hMM6lt8NkEwxEf0lV9+QJLX74GbqjGA+uQTk6dMx+A7OoHukEe6nTGr7pUG1jhUrl7VHT5IH1e7qqzGjnHdI6Vw8I0jwR8+zPjDL1arp4quP82he878mG/xNW6eZgq+5qGhk6OqCugBPRHop4wz6a+xQ+tJuge2hacOMITUGehV8ITMVb7RH3AB4/Gptx3K4CFX7oOb+zbNPSH8gDN9JfYTfgqy/kZOcEHffVcyB3fkTHlocE/d8E5+6oRndt6YWxKsJ3SLvLJPOzjCA1/uh0obppebesgAjZZ+8D2WeMqho0erhf+NWO76/ve7i1edYaFhkgBTETrKjUKjBMo9eUsolJt6aajUb3EVDtirjsd9W066xR+cgan6DX8amF0mQLDyA5nqE8qjAygtfAn6vIOBgE8gDb8tfjeaB3wZHQ0qHgmVP5zcqDOZ/+D14C8y3jkhFmx7RY7AU0YIvqlTZ3ZHmeyUj5Ez4VM2MjpLz54ZHDQYq2xkdK6M7ohhwycTI4P1vn37XG/2nDlifkQwBy0PnV7CdAc1gM6eN8982aCRU9e0GRrwCDhqipgspqt9p8+crYFSk5H05YlabXhw3+5udPZsDWIT3fihw+YXo54lHtJJo9/oLx1r7uw51j0TBHSZTOeJH+CQ1ROC4rkLFnbH5URSzpsyyHxw7KA7ILKMjo56ggRHp29Y6I/wadAXXngAF4+gVEFl6qRyeCfvGPkQuejCa32fSN+RmLVA8Hqb7vCY6KKTsoPIA17T1ESDjsYPHuwWnb5ME50mJulriuqMH9pvnNRBJ1MEe2hszAMvbbtn165u0aJFhmeyOyQdHjq4v5s/f750edxwY4InjMwYUXsKhyaY3TsfcduST/syGOG8jEtPmJLpk1CAz1rB694TT+Unz3IIFvrobHQOckt3mpBpq+myPRw22690MHPWbPNwQs67J3ImLeuGzWJN+IJl0KMufNGehNg4sduEWGXwekJ0pzDRdsJxXHZEwLnWcuPQ2B7reXTOXJkki4Xq13xXZ6ocehYY6JVPKgiZ6xw+sNfOyogm9IP799oxoA95Z2k6dNCBJi3ZOA7LiJwictK2Sg74JQ9nBkcMmeAXZ2+m7J7fems7AABAAElEQVQwlW9kYXPCN7Z/v53SkZnzdC+71ssHE6pHoB9Tlwv9MDagq2lynA8eHJOdLxKUbF/9mf5pWsDQ/5BPstqGp8zoJo4csNM3Ah7KIAAfWpAJuezuoHg8qracrez0CelOOqKv2wGS7DgRIyPwT330wkRe7XnsKO04Xfrb59bNB/McT0N29a0J7I327DTe7HVfpE/idI7J4WRsoP0PqW/MlP3PHJ3XHTm4V7rTmCT6mcCFzAFdUx/dsCgpXuCp+lqNibJn5fC9HtrRMsGAAmn4gWbsLOXgJp+LvMST08AFlxMi5jWySLR4KQsOxpnQIw4PLZ7kkxfYtjx8EhOyC9TmJx382FJwUeY+18tGGQF5uLjPmBw5EocmuCK/K+sPMDQwWmEeoBx42og5KG0YXlJOffB9784N3aWXX87tYwq9lf54OFqFTRYs9xZGjAYWCgymylLAe6yJAWEIwCEsce5TF5BslwKfOsSBTzp1iAPbxmC3I6FyG5qssJ7ZDp0W5ai7qqFFt/BBP+niz0zqT5WbQVpVHXBo6BhOy1f4oC7pBDsZ4HcBZMH3ox2jrQOojUiADIZMNOjPA4XK1j/wgCcYnIoLL76k27Lpwe7hRx7p5ssZmL9wYXfG6ad7BweayDBLg8qoBpADe/d0Dz30kB0dVoPnnHNOt2zFipoM1SGREW98ugaUhx9+2LAzNInOnTe/Wy44HIotW7d64uB+7tw53bdvvVXxXE2kh7szzzqzO/3MJV41e4KQHtLRYzuJ4Ys08ZYtW7pNkmHh4tO65cuW6bejpncbH3ywO6DJAWdl9fnnd49s29bde8891sGixYu7M844XYO6dqk0IczRhM4E8YMf/EATw0Hrjt0C9EV8wQUXdHPEI23GIDHBBChZ8zE/2oOQ9oQvyvnY5MaNP+z277+3G5052i0Sf0tOO1t81+DVthkrmINyIOeoDRh0//lbXweh6u7vLr7kku408TxNk+ZB3XtiEw122aSAgY6++93vWsfsTK29/InSx+LugHCOiA/anwl5hq5du3Z3d915l+SbrrzR7uyzzzad++67z/LhOC1derYnrchVJomg1TfU2LDni9UywfZOm+jaJUdrx/33e3I+44wzugVysOAX+sitKaN7SG2yaeNG637+ggV2lrErJrwFul8hG3G/kYxMuNFXYmiSxo5pNyba9Rs2OI+2ItBuB+XQ0cbLli+3zBPa5cO22VHbIjvZp3IkWKFyaH9fC7TT1Admqv0XS4eeFkUHHcL/bk20m8U3NNKPqXf6kiVySE/XDu7J4xB8oBt4xakBD/bGYod+yoUuHlLfoK+eeeaZ3ZlLl9pmt237Xjdb/Y++ZodKOLBBHCRsY8O6dXa2zj7rrG7xGWdCqfvBPXd1h6Vr+s6a887TboV2L8Q3PIwrb8/27d3D6sfgOVP16A+0DXIyQu3duVN2u7GbI7rY0GmnnSbfYaJ7UHm7dmzvFixcJPtYKr5YUEgGeNJuy7333tnt3rVT44jaWoumWXJcx9Ses+QUXbJWE5LkxIlE/gktDu68807voh4+ctjjP210pmwRZ9y7Wup7yDmiPoxjeUQLA8anTT/8Yffgpm+prUa86/rkq66yzTFm4BDOmTdXznQtRtArO4CMPfRLZBYLkmmJxpoz1O61MyKx3T7EtuO+vdyXVcHzQZ9HmrZMm7bwk+vn3vVFy5Y/eBRWzgIwsWnipMkn5B5eHi1AnxAeHw2GvOAhDs/kP1oamFyTYaKTlAdf4IgJ5BPA38KwKCAPPFx2f6XTwAY+9f8luV3hFP48JscGeq0wMNvm5Z48ioBFD+RnUJosYPCRn4sB9tFC6hb+Fn6o6NYQ4EFQVjR1p073UCo6MqaeP5/DAY6VuonqRiGPibirLXln94aGUDXYG5eLMO9a2YIcetKA61JsXeg+ThbnOUxJqKjH/1a+yYaGXMmb7lWW1isaTJikN2sg/9CHPtR9/eu3aFdjbvfZz362u18T0Dvf+U5PmK95zWu6N7zhDR5EocEAM2fuvG77ww91n/jYx7q//eIXPejB41Ouvbb7yZ/8ye65z3seLNVKFN1povvHf/zH7v3vf79kmdr99E//VPfO//Jr3T/d8oXuXe96lx2FX//1X3fZe9/7Pg2I93aXXnpJ9yv/5R3dvLlaxcuxZQDCDpCDtNukH1BiB+gK5+M73/lO9/a3/+/dueeu6H7xF3+xe96NL+z+8i/+r+5P/uRPvHPzla98RY7Ppu4d73iHJ9wXvOCF3S/8wls1QJ9mOWdJvm2bN3W///u/L7183bSYFHCKmNh+6Zd+qbvuqU/TRKRdGCYzteeoVuscPJzcHrQTej6hx6Po/ovS1x/+4R/aeXvTm97cvfym12ojoR7TwD8hbblAjs82OWi/88EPdp///OddBv3zVq/u3vDGN3ZXXX21HKSZ3ZgmcXQCf9Sl/f7oj/6ou1VOIgP4ueeeK31e2r3tbb+gyXyZJv0DHbs11GFH6Zu3fqP7zd98f7dt20PdTTe9vHvLW97Sfetb3+p+9Vd/1frg/qZXvkI7R9pJUTtjT4RK2/g8mdFfRN48UA4vBFbRt33pS6Lxm9bF29/+9u4lL3uZf8PNj+gMs6D7wt/8TfeBD3zAzkQcBNqbCfzG5z+/+5X/+l+7KWoHVunIjQ0Toi9i8nBqWNGza4V9PSDHncl4x44dbn+cJezkPe95T/fMZz1HdqVHXaIzQzs7N998c/eB3/kd2/7v/u7vdmvXru3e/e53dxs1ed7wjGe47XGWCdAYk6P4iY9+1LZC2+DA4jihI/rOq1/96m5EcNGFK+oP98BgGzg1vqRbNMbu1g/kVL73fe9Tm2zrXvSiF3VvftObuk9/+tPdRz7yETs19JefuPIq7cwctMxH1M7f/uY3rT/qvPzlL+/e+ra3aTdjfvcb73lLd/vtt3dPfvKTu/cJp3c0tasBDzzq+uif/qlxYw9v/8//ufsp9U/kGJGTy6Pyr371q247dg9f99rXdf/pDW+UXY11n/j4J7o///M/tyP8x3/8x92seYvtTGIHhw/u6z7y4Q93X/rSl7XzN9u7PDgq0Hzuc5/bnbfmfLXrqHnHSdq7c3f33/7bu7p1cswYM2nzs846u3vaU58qfn7adsuYMn74iOjM6/bv2S37ndndc9fd0smHu7/7u793m+L0Pec5z+5ecdMr7QhPqN+xfhzRbjGO7tdv+afuve99r+0AR4idTHYj/+N//Nnuda9/XTdrVLtCGq9i42kv2gf6hIw3xAQ7ZpIhIW2b8uQTU5Z8PiuiDBe3+aRzBXZyTKU2r00bYf8HPISUk05em27zgM0FDIF+mJC+CUz0lPklMJPrcw8M8G3acqoSMeWB4R44AmloGlZpcOA8P17hlByblrkwFqZhkHTioVDDbWby2N4EhpA4OII/QnL+BZmF9scK4EtIugbqoZFxz8Tlt1gE7EnMg7lW5K5e5cCJAzNRXwkG1jkD5wS5CMWrSlumzYuw6Dl2gAbcqYzn25VPNbgoj7vVo/Mp0wWtupdRaUt/Qtvux4/zcxDT/Bhjp1ZkDzywzgMBcKyuN2/e7MGFCZ2AQ8PA5/MZqnfbt7/dffYv/sK7GtTB8P7s03+hldOm7qKLL9bge652agSv5+A4m6effmb3yCM7fG5h/fofdnt37+p27twlWrs1mD2gifagdn72C98677hccslFWg3rE+aixYoX/PDAShg5S56Szwz2f5iw2PHZvXuPYKd1G7RiP3xkvGP3ATkPa2CkfXGe7tGODY+o2KnAqWPnA1vLFv/u3btdHxjOW4yNHemWLz+r27Nnj/miRdHhlBOcGVLH0/p28qMobTyaVx5Z8WgAnOvXr+8WaqV5xLxUHxjKUB3aNqh2+wdNKjhkyMuEzaSMjnksyCp5hfQ8RZMT8DNnz+0e3rrZk9/nPvc5tx8y49yg1+XLl3Zv0gSJvOgTPXIGhDMY7HLRPnk89U1NksjM7spFF12stuexg87HKJQ9kSresc16XAnvMeWyUfjirAjtgIPBRM5OGJPZDNkT1sFOBQ7vD+U83HH3A93qc8/yI7jZs2fZLuDjoosu8mAGnVly4NBH7BpOEkxP8gjM5ezcQZfdDGRm0qce+kc34+oL7ADIMMTHeLdL7UMbMYmjN9qaOg9pxxEdYV/sGvgRmtp+huqClz7DI1p0ul9ttH/fYTn5O9wG8Or2DJOylOR5J1J12LnxwqWHgR528oh2TuFhrnYtaBt2TrA5eENGaHPP4xhwomec9ltuuaX79//hP3SrVl9gWHCdp90a9M8ZP/olj+BGZ8+3rFu1O4TjcUhyTxuZrbw9fuwEf+jqQS2AOKuy8cFN4l7Om8643HnnXeq767s1ay6QozkLhbsd2fmaPjJL9rO/u+/+dd2Z2g09dPCQ9LpPxtF1V111jXStcUy7OLQFDs4sOb/79x/wmICOGQ++//07uu9+93vdugfWd+//7//dzixncCbUn0dkj0fGj3X/43/8XvfJT35S9lk70Ojo7rvv0Q7fou6Vr3qVF2G83s2jzelybsDLuLNjx07rDfg9+w93N27f4Z1ldKjp2rrUH9h127GrQPuk3WhP0gmkkYUQmKQD19orea7DxEFDKoATGOLgz5ieewP2sEk/Wgw8wTTcLkUvuFM+ue5kOikHT+rCI3x57FM80FEvE7CEwE/GQXmLL/CBS11i5hzoYedcwEK3jiy0NU49fUqOTYQjhkECzEU5aTjyYRg4Wz8ZDkOvMDnByT24ohglyREO4pNDaFIXmgncBwcx9/5QFLiqxbQj0xut7v0oilgzFqsaUddKQIofEB0aFDTCG3jDmGk0uii+C5Yy+EM/pL07M8BdxgJe4yPRh/Ce+smHJhyRz29sGU7NMK5zDMjHPfRqgh+x88AEzwoXp4aLQZTHEQQGnf17d3d//w//YOcAJ+J1r3ud8X/wg7/n3YLbbrtNuwTn+NHPiFZVU0eOdau1y7BixXIPzgySmzdt7LZrCxz8TNjQYAKCl1Gd9+Gxw6pzV4k/eOQAYJ1DiG7Cd+RGX6QJK89d2V122SWaQB8wj49sfVCD5j5tlXN4dsQODY4NThKDNtvzM2bN0QTMroociAP7PNgjKzBcb33rW+1IoMcnPOEJ4pMdKT3+0YTI6oEtdTQdx2bQPoKHf5cer8cBS6TbmZoQj+oQeDni8O1WUowNaldKg/DWLZu7z3zmM9LZoe75z39u9+IXv9i7PXfddWeH44GDcM6q1eJPZ2606uSAOY/X2LEinKFHEb/2a7/WfVgr53vuuVc7ON/sXvrSl3QrpJ9xnYtikpvQ5AL/PAbct2+PnTt089WvfdU2cfXVV0neywzngazXcekb2fp+LfYpqmJvJvc2p8OxOpfBZIs+2VW6++67u71yBBafcZbOOOlQtPg4dvyAV+YXXHhht0n2wc4ETuj111/fvfCFL9QEvdoTC48W2CmZrslTM6nlTLsTwxePsY5q4mZQ/I3/833dfffc3f3BH/yBnZvz9RjypS99qezjsu580Tp65JCmsdFyoMWf21LjELJi8/BM7Md2sgPalZbi8So7K+wCAEP/wYavu+46tdXzPIGyQ8JjuIEtmFtq0w/L8eJxoidN4UEaSqeqPeEdmj4TpbwczubcFLsSyOrfwxI/OGF+RCM+4BuYdepLd+nRzqqV59phEQrjPIKuNV5R323PTmPfd6jL74lxIJd+xrjHywM4lTjR27Y97P79yENb7QDyGJo+hY3MWzBfUslNFT+05+x56GyGy+Hn1f/Lq7vV58nJGtvvXTAe6/lNU9Xif8YA+HziE5+o3aUrba///M//3P3VX/2VHfI1a9bYuWGCmzVnvsq/2N1xx+1qn1HzyE4QTg7t8Nd//dfd9c94RnfxxWs1Xu2y/vwIS3R5rIkTeu2113TPeuaz5CCNy9m6Sv1ZB9hlV+qu1RBuDbNnfWEb6IqLEL3RvhydSDuj26SBI81V+WpflSeoFVVW7RG41K02LlykCW1Z0sHVloe3lAWWmLYNjy1e0tQDJvBt/fbpQ/JNs7+hfvC1uEiHbuolz/V73YSv4Gh5SJrYVxA9DvEpOTahK34cwhg3Uf4whum+08kzl/510cnK4QEOo54cShGlVOiUEnqCk4Cj0CivvUexg4aVUWO+2LidavCAsm886nmXRnEeSbW4gp9DdAIZeJugaTsB3YZy4yOh+6EBqTPoH/8JpUPpyHl9flUu1gQT4ygdlC7Cl/V3fFyTJgfDtOLRNixODKuW0ivP9znEVW+gMEAwwDKxg4PdGgZYBiFWeNBgkGXiYRD+2Mc+2u3TqovHGC97xasFp0kDR0Exg9uSJadrElivVd9Gnbl5RJOreJF+vCrVDgu7KuzaQPNsbUPPktO0c/vDnlhwSOABOtBHBT7bZL0MOyKOEjpgAvv6Ld/tdugZ/yNaofHWw759Y93CRSManNd5p2hCg/hBTborz9O5A6349mllzOOo8SP1VhDyeRDVxMajkKuecr0a75AHbnYARrUDg3M7fSYfaJS92lrEkAJ14ddp/UHXHNJl5wa7Oib7zg9e0a6cSyEGDwGHgcGXnQDQ4Ez9zCt+1ivYb3/7O3ZA2Ung7TroVPsd77ZrF2KXZEYPN9xwffeyl/2MJwYmIJyLRx7Z3p2zcqUfDcDj1KnsfmiXQe3GKnz+/AV6bHGnzro8KOdrVnfNNdfqjMJCTQ6scMuWsQ9xbBnhFTz8sKQdOIuM7JXPo64Dsq/aedgtR3KRd0CwpSPSPZPpDNEZ1zmXJ115pa7rur/70ue7P//Mp7uxbQe007eke8WrXmt6hw/usk1AGz3lkwvwgA6sb3Sp+2OarDjH88xn3egJ7Et6FMbjUBxxHu0sP3e1oPQGJW8kqq7fzBCv7BASsCHkQo/Yv3fz+kmN3RoC52tk4JpID9pp4pHLc5/znO7VP/sGlWrXiMUDzgI7SPpXPyBITTisfn9cDrudKZwS5Y0Jlx6auA+wQ8lFv2VnDQeGHTvuj6jvSErZ1Az3SWXqv96kk4NLX9mpx244uM8RP/QXHC/ojsjOvXshh+WADuXOnlW0kLHGPvHVf8uFA508iqq+u0S7uFu0c7NJfXy/d5FwbAirVq0S6npMjU7QHYE3fhgvcGZvvPEF3bXXXe/8Tg4+ux8+pC1YdEvb0bdxtqH3trf9b90H9QiW803Y2+133OGdYHAbXo+rGGuwZ3jHUf35n//57mtf+5p3q8jjMftFF19eTqtkGdd4Rr9Fp+jjmXJq/tObfkE8aVda8w5n5fzjy8qBjjQxsHFsxHYuOMZ7HFbv4AClsjZkDiObstIrfQ04tb3ySLvMpjDEEVzEbRr84CEPPtC345aw0vAdehQBk/Zo4cnjfoBPsJNpch9chp2q8UtwbZ5ujCe4xLUQQbkCOAiUc4WX4CAO3cAmBp6dXQEM6pHnOuQ/TuGUHJuj2vaEUQSqhh0q6+RDk7RwXRgyg2hN8MPDkMgBLoQjDt6hfJU/XedhAkNZm44ik5cYOCYH44cP/fehJg36wqbWlEI12dBw2ZIUcPEhfsBDiw7lBCMTY70xIFDBAO920gTfv92hQYT8auiST23tuuEtspa8vaEIt1PwaXDxBx9KG14xk0bS5JuGBj8bowZFHIgROTJs6/IKpJZoWjnL0KT72pLWYNpvFyMLHX909mi3d49WiNLLDA2OM7Tim9Arkwf27dIqWtuGWikf04A+dQoTgg5xju3z6mqqHp9drEdUrMD27dmvQfc26WCmByZWxLymzdkQBpY5miAuuvhCTQzicRorY8klIbX5KR4qz4Iqs84zoQN1aLapJd+oVnAcuFy0eE53x133dBs0SR8Tv0e0Up2mQ4cbNm3utj68vTuqNl25+rxuxbLlfntmRIPN8fFD3agmBi3F1S7arTp8QLtxGnhl/UfH9YjikCYXDY6LFi4W/wwiGhblCOGw0A44OkxU6J03c8wnr7vKCZqKLOL5iPSFjTJZAYATUx+VxMxq0CxHR2d3Rlm989YB30Mal9M1oUF5gdrphB1GPmTJ5DuittD62noYGRlVHR7ZTddAPqYJA+dlmibDo748KPtXRGMj2qafNsOPE0S++5v/92+F80R34Tmr5BQ8TWkezx3zIWxsiPHZ1id7Y9cCWWkBeEIu+E1eN23UB9Hvvvd+7aRIZ1rFb9X5LB6pXK7dMt6o4/zDTNnKmHaMZsya6fMTfBZh6rQT3V7Z1f69W4RzxG9OSCTxwuvLjCdNPxcP6ZfYDY8xvfOqx2e79djhsBxLFiJH5RDslqN79lLeMqsD4WJe7VavNDOxMhHzmAr89BEmQtIyCP0XEvqI7pm06WPYsXLUZ6Rf6QmnbUxv9dHH89hMAArqe9iGtOexQJnom+9D0Ha0y6j0IAIeN6BZ44LsQxC0KbstXOgZnYOAR4vwz7g5VZPPuPoIbc7ZmJtuusn9EIdnumx0Qm8bAX9cMbZV41bZMa9lq/MLr3hRf2HMoC2xySc8Ya377oT69j1332m5d+3a4TNn55+/BrHM03GNd/A2oX7E+I3a0B+7OOOH99s5y4F473pJV7QnsjIO8NiRHTCcOHZiwAHPB/QGGrgmNJ8c1i7bjFnzZI/T5CjPlyO+UXIcl63v067mi7zbs1jn01auWmm+cK69GyX94vCQZsGAk3hMb4rxphd58D1F+sNuWHic8BhA/1Q+7YaZSzfMCDo4WG/LKQeTKFmxR2AUbCv0Z8Gp31M34y95nCYgLzu2lBHS5lmgwS9tlHJgzIv4dWw67o2Gy5yBPNW2RTf1iMkHPziB4wIX+ZkDuYcX4tQ9ihOu9pgm+3GAL12YoetXbp9GbuxIZcDINlVgGsAGL/0rdKnus0w0tHiDPrwR6BttPWc+Tn96aX48bFGuWBNjYljBSpCwUVxiYLlQeAZH0smnHrC5b+uhfzp2C0OaAHwCeclv84KzzavBSDwpE8U6pfpMpkKiVqDVYvChgQzQrN2l0COPKtCpPAZmHJqhPoqHk++BUY7q9bIrrVriQXmQp6wQl5EhgO7DTd2Cg8AqSfRFszoKxl84QMZbD/g9s/XsfYYGRpyymRpc+NLxVH5KQheDRNUVDg+ymoD0j7zqTGWQPBbJyk/jqSe9ZcvOVn1NxOL/vnvXaUtY29caSNklwqlhF4jvrSxcOM8HEvHW+ZghAfzobRBLv26fCKoY/WEDOEY8hpmjg8esLm+/465u1x69mqsJ9IgmvQ1ade7UOQq8lbPPWuqtaTr0iHg7rlUmky9ODhMAuGhLHC/exGDSZIv9GA77cRwtPa6TA2Q90bbSD3ZpOxUOtZp0Lie9bxN+a0fadJvBL8H2KFi+c4RYnoFVNqFB94ge1SAzq32cl5oQ1b5qJ9LonBUsrdijU1w2hkw4BOgXGGL3GdUrXaqOcHPegbozJN83vvHN7oc66zJb53WedMWVerPndO844MQCxEDsgEmJV+rBHzGBuJx5dpF4tDci53VHt1MTiScywR7QLgBtvXbtWtXVLoMdQ/GmyiPSHY9MPYgKH7sPvBXJJMMnF6boDTJkBrduSx7p1joUPGMMPNjRhEdNVnY0laQeAykBp3KadEI960CV4A/9MBGzE4n+0CWTCw5Pgr/90tejDwIDTd4W1IMcOxD0nxHJEXsV+FB38Ke+BF0lep51L8eH/hFZmODh2fciQLoWfGVfNEAWhzg+8FvOTX1vhd2Vb+ssHHigf/CI3vYSvSM461IetGCBejiuLEzYQVUruyFpmykyyBE5W+euPMcO3wHtEG7evNm84HwsX77Mj5vA674tPdmu7RTAXzkT1qN25mgLdrDoW+Rhl/CHfrl4BM4OE49X6Wc4UsByzojHfpytQM/siJ235jw7Z0uWLNZu3Ne6N7/5Td0rdchdSlV/PVL1JTOBR3X+ArzoM6njvEafpCtUX4BnxjYvMsSj204AnBm0kyMN8U9KctsAzyICOPL8l76hBDp0G1qnqJV+qsI+VFvTf6oe92l/8rjAn3TKcBawVQdgdFEWOPLbutwHd/IDA2VYJ3+Qp3R777qMTwIh3+NbQfsv9KktM5gUCrt5U1lLxzhAqICMhNKV7vt8xlP3E/SicvA83uGUHBuYL2ZK6TAFzy2DKIr79mqZT34UbeEFjzLolBVq4qdjj+s7C5PlDw3qJk09cHMfIwkNYjeVeA18HALqONAWSvLWDjIJ0rAxxFpJ1yMU4+vlBBbjromm8IduGhhsxRsp0tXYfh4vBCyuhMD5cGOOwpfuwQd9Qumvh9XExBCKmVSqeMaBwgn45Cc+0W3autmrKCbVo1rpHdakPnO6nB46GE6dAsZmPYiw9UQe8oEXARWzcmXQ8qSqCWflypUeULi/++67vELjwCIT2S1fv8WTHWUcWD3rzLP6CVtiqs2E1HjdgcxH6EOxpyn54YVBkTeBGLAO6DHYN77xje4hbVlzz+DJoWFW5DjPnOVZqK1v3vLgtWicKeiVAzfk/wt/+7c+PCqhuqc/7WndnNOWaKDtB23tbvhsAg6LBvRp4u+42oZNER6X4cvYTsUfq3x056vXkzWKc4HziOb0B90yKKJdbJoLvXIx6Fabls7RNXAp143S/C29lE0BQ1CBcFd9NEeAVj2S+N73vmc98ViA177nyMnlfBM7IMd0uJa6OMEmoAiHC4ejnBgOJWN3nOOAAfGkN7DYneE133l6DHRUDglvqmzessVtMRVHm0le4HxLZlRl6Ar91OApW5ceInMcEyZVAv0ZuFzFnyirPqJOlfMZWds+zjeT2J0Us5JdO1KKsQd0SJpHVrw9d7pe184jWeqDq9Uz9gh/BM79fFvnmP5UrzVzxufytZf4fNI07chQh/ED54W+j38o7ahWxkf1b7erJm8ZDvpA1dAjwCNXZAkPuQcK/pCBnT0CMDfffLOcAj3C024Iu1bgoA/A8sSUenyIvGVrGkNFzz8+rLpeVKgt2MXgzBxnU3j8ySKEOlz0M7/thH2KCWhiS9ETfDAef+ELX+gPIE90q1au6p5+/b+THdTbgMDSruar548xhxcA2HnC0YS2kILOch7W93kuuPCi7ulPf7o/I8H5vA/qLbYP/PZvu//O1bjj9qcvs+skXrEr7AUd8Oo5tv6xP/l/PM7gZD/xiZeX80K/1W4hshCia9OHBfigfZyseYfx0+AUSX5PzAAoQLfVR+yIPOoBhv5Ld9XGmeOg1dpteGEcOaYy7sHDRQgdZBzAKh2YxCfBNvy1eIxQf4LHOzCiR7vDH2M7ZWU/TIaSYzIvvS3Iyg1bWiucwFPfYyM3CtZVzzv3GSfDA3mPdzglxyaKTAyDYte8IQT3NFwab7Ji05mBo4wYpXK1ebRr7qVe4a+GJo+Qssn4Xag/yc898KlDbP5k8FO94i546tTFPTVzX3xSh7qRAYjgNHRVIukQOOLoI/DmD3rSnbRVzsmAfm/UyDoJJ/VF1HyqD7kDVSeU4WtSQk2AQI+zNh/6vQ95gGKwmjETp2TCA5dXWuKLUChLr3CU0OYzeFsO+SQY/ohW7gyCc+fx9sN+D0bwwWqMwfiuu+6SY7XHcMuXL9f3Mha6njs+iPtQE1bJRBbUETltAV1W+f6uht7UOKiDtwx6nCuIzXB4mTcyZmnQXK5Dkf4Ym7axR1khatAHJ5MeAy0XK3ReiYXv2cL54f/7j7pn3fAMn88Z0TbzNJ9ZqrZn96x4qkmCQY5PvzNwefUhWdAL7VKySE/qB3zHg90Q/lU5+iOtGUhl5COj65HWVrgK6p5y8A3iKqMfuP0FV+ka4NAa+egt9cAFXXYnmERYIaMnZmDsgLMgyCWWqO18kXPMPStZbIi2ZjcAKPTNpLZ502ZPTqfLYdV7wFqRj/kbKObBE4LqCwe6Kn6N1vwow06Atao0YwYOQA14IqNQMlRdO4AiP51+2suYSQNYZIRHPtyHA3DsmN5IUh4OLZMR7Y0TAMzHP/5xy0A9HB3qEqp90GnRpn3ZmcIp53X+r3zly8Iz0b3lzW/sLrnkYulGk6n4RsfmVe1STo768okaxyjj8Uc9lmQHtMZGsdTzzJuM1X6hP2w/4VXjcI/O4YM2gGcOgu/VYX/o5gwLtJB1mh87MXGqnvoguy44FCd0BgY+2MFiN1LQfvV6th5DY4Mc2IUv8LEImTd/nuhp11B5OLjhMxPWjh3bu49+9E/7/jxNr6K/rLvyyVeaX97u45EQ4w344J0D0xwwh3famQ8C4nhAm3by43IsRjLepNe677z9DjufN8sR/dxf/mX3ohe/RLtSfOlb+lUdznBJQ26vGnOYkI/rVfQvdV/+8pd9RuptejV+7WWX+vyhQVWP/urjCO5XWD926si815+6RyGqYhtGd1yFh/KiXTDg0D/BgouLXZwE2gk56UuJvSMPPypL22OJ2GjmCeoDnws8hOBLfmLKkg5s7ikjtPnQ5UwUdkMausbd8wk89clzvtIE6x1WfO9E5QsOeEJi0i3NFl/wAtPKzP1jDY/ZsQlzrSAwRX46A/eUByYKJE4eMXWIyW/rcs8gk7zQDHzuoZNAXkLSLTx0Qjv8JI84z2LDY+XVCrilFxwtDegGhvLwTTp4Us95ODWyBx7QYBaBM54+T5nuU0hlySQfK2NuQstp/eGeTkjM6psV0oS2+zFIeOHZPB0IB8R1Ai8ahNr6b/D0OOPYlG6YiKbr8PBpdji2btkKi7UTpImU1dp+PUMn8Pho5aqVoqfHPJoMpotnTfEwPrigXCtL6PcXlaURDf2OeczFgMsjJwZYdmM4f8Mqg4F0RLtsi7VTwwfJeP0V+b0KkszIzcAByYQlS5Z0i3mbSVv1TP7o3a/qil50RwWo59HgFDWUnRO25TVpT+knbq9sQWzmWfnykTYNFEXVJOEBvPAQGatKMVW8MdHBaS4mw/YCB/fEdRl5P/CWrRUO4LCDudI/37nhEcfGjRu0at7Vna7Xdcc1UahrKYhLM9Xrxzyy2Kj+GZ7RMw7mAb3On0OmPNY6orMX4OSVdT4CNzKn3rbL24ZQiE174YPe9A+nHLJ+A1G6IbCrVs5Q7wTS+oI7zmNaRitsXpPbhHaa+LL1cU3SnXYp5No4zb32Ciwr6ePaKTFNEUI3eVOQcx/kc9EXuAhud48/OK01Fs3VodTZOrtySI/b0AmOEsxY/9qt4a052wF6NK+SxTs0OG2aMNSejCOca8J2VNl0wdPyBg+cAcMRQB3sMHAOi3ycGwKPjXA0WLAwodPPqh52hV0YzH/Q+VTtnNLveTtoQs7EhPIYC3gEQ9/lDUKcmwd1+J/25XzL4kULfKYtH4fka9/oDtmxIRweztrN0pmYsrcp2hGc6Xz0x3kN7jm3doQ31GRjN9/8Zb3x9E/dPuld7HRr9Q0mzsHJ+9J3jNC1dguQUfXPX7Ome/1rX9ttfffWbuu2rd17fuM9fvHguuufKd3rULf6/zxkFzzfIvMCo7d/bB0ndmxsph+nsYA5LrmlSemkxl9svWy6FtTkc49NojOnbZs8kieXfsb4BOtKqN/58RW2aKz87ccJ98nqN0NchRcoQmj7t5R0jw65COknk+OUEbfzFWmutAP1CMFHOnkl18nzEeVeuPVyA4OwoZ86zgeYAAn6o/9x0+uhwdHWpy4XfJKPzYcn0P3/EU7JsYliw3CYJs4KmnSES0w9AmWE5PtGf9o66cjkAc4gQkAphMovPKHpguZP6CSerMz2/mReyhDb8pZm8CVO3dZAA09MeQubPGICsmV1XGZZ8lWZu5JtqcWB5BkkyU9Z6aomQjr8Ag1Sr3nNz3brNqzX65Kf0yDITy7wRoiec9McIlj1zYjTcYqgD4D5rxuXV6dhMpzQIDLHr2XepoPDTHoMutQ5pgGQcy2sxubq43gXXLBGDNdqi5b0zgZxz3uMvifjqFq3ZAMPkxIfUrt/3TqfGfIcIUgmQwZFDlKera/pAsP3ZPhWTiYsdybRYvBGHgY/3qTh8DMbJcs1yPJ4gjMvPE7ksLR3ERiwBE84rpHN3dmM1QDhAUX3DICsfmo1mBUubQdw4UDWesZPzjAP9EUDO4FS0SNdlzOrHZQRfqrN+zrQ7vls69E32PZHD8jOW1kbdd5msXbP+JyBnTMN0AM6mqS9c2L+qn3AWweI6wwFj/w2b9nsSXXZsqVi94S+ffKDekNLr/ufN2+lB9ZMIJEHydAXNNtQ0pYOIgNxbAN7xLE5rkdQaO64Po/vXZxeF/CubAf6EQF7wqlhqz3nkbCBV77ylX4UxQcVvXsl2PTb0mfxAc+84TVDux7PeuYzdD1Tk/KebtXqVXYSp2k3wkrDeLI6lyB8uJKPO9K+bm92opQPbRwPArK1NLnnAobfjavdGRZR9Uggjg2PER96aJvxcF6IdsVGK0BPehE7zLc4VNa1lFNvvumckex7/KgOdttBna5dlHn+ZAOPoXCy4JedvRX6AjJ2zKNB9Ac/hPBJet68uXrF/mf8IU7qsptKDK9c7NZwmBf749Ewab4lxOJlgQ7K33jjjaZF29N09N/92lGco50d6D7j2c/215/5ACh1/w99yPG9vzmju+LJV/lLydiod1ulB+TE0UOuZ6seb3TSly+88ELph4PP2kHD46T3Sq5WDrc5TWguBKJAXtmPdv2UbkPVLSczuFTBtbnPFTzAgyv4KOdgNXFgWvzAtfy1ZeQnBKaFTx64A5s8dERo6cIBbAATPC7vYckPPHUHOGXQsOJ+TExhE1r6pIMDuOBIPveT6TSoTjl5So5NmIPqgOlegJZRlJn7xG2d5KXRKSMdRwXcwKD8unI/NCDgA0d9Qu6JuVqYlIE3Hb9qldLJ17CgOicrHFguOi2rpIIbys99i7O9Jx1eEoemY4RjNMJE6r/hQxMYy6BCUel1wqoPJwKdhHc6BTAKGuB9CFFyPF+vNX/161/rPvlnH9cbHby6qYmbbXHgFMI3MXSUM6DhyUmjpWXodeBVqAYi+GM3aNWqlR4AuWfnA4eKHZSFCxdowOEnD2b4y6q0KweJPAAbV8lc7SOyCsiCjgiJPeAf1rdM5CAxgB7WGRucJQZS1MbgzuDNzRnaQThLOzZioue5nJnoHTmoB80XaAC84klP0hsU9YbHDOFggJyu7fwpWunqL/sF5oU//rkZqcfTVq8T8AHB/MakxoTgPOWXFKVf5OLcEQM7GKbZvqqsxKVe9NzHjR7CPzqMXRSdqidlwWLJrDTwlBPQH5/r5+ApO2u84nuZ3oiBF9oiuBGEQ8fU88fWlMYJhiZv5ohlf8Z/+/ZHvGNDvTXnrdHBz5nd3/39zf7JAH5mY815q4xzyOeQn/Qdt6nq1y5d7TzEERocLhTvtBNi4BA67p2iLATKXmsLH3rpn6Htt60kP9/04XMEfE8FXXz4wx+2rUZ2YkLajt3MBfPnKkffOLpsrb+svVOv3I9oh2BU5738zSjVmS7nSV6t+FTbokDFx3jjT2VcyKRmN17ww2/JNHRuohPKBem/GX+ApU+h8yc8QV/3PW+1vpz9j16YzNBErlFpgJN+bQxSlKrpqn7MDgtF7N6ADwfA55kkMvhwAurVcWx0erd6VeXx+jk7LwQmMeqiHx5Bo/+nPOW67qlPfaofQ+a7S5xzwabAzyKB8MAD631uBif4U3/2Z9LrQjs+OGcHcHYYFxRmauHCN43YIeIjiS/X21+c//mI2upeOV+f+tSnu5XiDV79e3T9OEyb84gOp52vcf/Ui39GbzXq5zdoA/UpbCf2QB72xWIIeWh1+EUuyghJu77yIjellLlctjaAVcKLAcFCJ/nE1OUiBF/wA0se5fQx8ukXCeGnrRsc5AGfQNp8IlOPlzLrVjQCG5y+h19k1z/oUwZPxkWfV33yuE99YPv/1m0WEtAKLGnwwA95yJQy8MCfEALmfOKWBvePNZTGf0wsMMlFgHkrtBc+921e0KcO91EUeSiBCwXUaqW2qoDBaCljG5QLvDEC8AQndXMlL8riPnRSRpzy8Jx7GqvghvXCIzTbdOqQT2jvJ9OgPI0cHMQ8Xyb2M3oGbv1nwmbQ5xVsDvw5VtoTI7rX5XLpg4GRLWwmbJwKVohsI7ONzXctcCx4DIRB+ZGN0rrx1jQDFis/3hRC914FCo6BCbwz9dorh0xZ7fH2AoMsb6d49Sk6vPp/8cUXqd5B79IcUsy3P/iNGfBxmHChdo2Wnr3UX3at7XI6U030rKYYZJjUOWgK/yiA8rJ95KxDnBwUPkOvfHP+Abvg0+lzdRCWgZbv5/B2E49GeMTEIy9kQ6+xRdoDG0J3tBOfyWcw5HP+4CPM1Upzlr4PMxMHDXjsTfqvN3LEiCZ79A4v6JOdJO8YabKAab5EfFRvBE3oMQn8M2gysSCXd06kD3Q9rscSPCY8qh8oZIAHf50PYaeLiUc/eKiJyO2plT7th672ateAyWaezjWx+8bvbyEfxNAtO2V2yjQBj6ttMCSR0U9iPEffEpmvM0RjOk/xPesFHdT5hhp4sDsmQ9ub+EFX2CtvtNDOfHgOh5jvjLBaZnX/ndu+44PbnKUAjt8agi/0zsTL72dxngL+sAd0hrMh1dgJ9GvBKrOelceAxDUdu7buNZSqHfzYUbsZ6EA9ULjYhapHIugAPXFPudBZ7zhlBL41xCQNT+zUoS8md/oLNk6amPIM8Mh94AAfPGR1jcOk1761g4NNIQePnuzI0FFVj/zYGwsOcKJfaGFbxFzQxA7Bzz07G9aL8kxfDhWTEWng6MPUAYYJ/YYbbijbA4dkLp754jiPpOpV90qXzcE7uoEXZOPCHt32yj9vzWq/pYfTs1ev5s+bP0efVFigR1X6FhHfcpJ82NEM/SyB7Um651EWbSD2dW5LX3rWo20eOXHOinzkx3ZJl9NwQg7UKjlC13q3bL/o8DtWjFHWt2S1HSKnLr4ptEtfZ96vvvlT+tIytsUEfPvt3+926BtYvNXFY27sHXsd0yNCzhFhr/Shgwf2aJdnp/OPyCah4y8iiy9eCOATF7y1537vMp1fkn4Zf3IBl4szerxwwZtfnEurt0MZo3SpHRifWKhwsWtMfsZ+KcFp7mMD5JGO7aEDAm2JXRCn/WMr1c7VfsBTv63jmx5HS7vFlTQ0uMTYSTgoTwgMuIIPm6HjJo8b0tQDnnRiwwpZ5GTegG/ymUfIT13qk348Q2nnx8QYRmAGRiMEMWUph3nyaECu3JPXCpJ08HD/o1e1Q2DCcuC4Jx3awEEv+W0Zacrbq+WN/LaBQiM4cw/u4AidwBADlxBecj859sDYy62KhVeGQ72a+PGVsSrV1EWaCUhkNLAwyMso1eF5ds6kzOFQ3lhh14SBkQ+q8Q2J+o4EE1YZ4Rw5IMiKY8CgzzP3DPQ4N6xSqU+ZSPnywVgN1nZKNIGuWLHM376gHvxyUPicc5ZrsKlXUZkAZ+vcBZMDAzSDCB9/Q05wMfAmZuLzJVkoT9pOgfg4/bQlGnzlzGgg51X2a665xj/sybdFZovHFees6EZm6a0fTUh8f4f61EUG5MQ+GChpHzravHmLfKASnbJyZTcKx4lV46ANxQe7NYq8SiHNfIa8nnA1CDIBlhOuQX06BzJroIrM6IVLEsk52adyTZA6JzIyY7a+lXLQPNL50ekRDdJMPvQZUTQfxAzcnDNiAuPV6plyWOfMmSe+GFR48wtnRJahAZYBn10HHg+ed95qTypL9Wo+E9aGjRuMH71IDNWlv1UM3wR0g3xMkjhx9U2dOlzKwdHtmng4nHrH7Xd0t37jVuMA7u5779EXahfbAUYfTL685o2Tw8Q8XzbJb0JxT5vxtVocRSYz+PCgrXt0hf5hDJbKPmqBU3pWI/S6oU2RM84NEytpNb4nOpxc8GHD2B/na7iHX2wijkX6NbYCbT6A6ElVuJi0cEDR6SHsWtRhLzt02BmTL/2YXgJ+8A0cYrhVOc4WNL1AEAwfOaSd2fmELm2PPOAgnzaAB84YHjigt4YuOL9btmyZ8MtOZHPAgJcJnWCa2j4EnjJsBl6YyPlwJfbIggCZ4YVFAGMCzi/yrl690mMIToqdEuVjU+jXuIQPJxsecShor/nqj9a32gPdc8FH2gGd7dHvQLHgOUs/Sjm2f6zbJvvlrToe39L2tC+7MHy8701vfKMfGf7Ob/1Wt1CPplavWuWf6tgrHBs2bNCipRa7yHxAXxRnNy62jpNFu8MvecfoGz0/YgoFue3sSHk8ks6lG+rxw7S57AzJfuELnQGfmDROj3GAWzDB7YWnKMSW2hib4qr2dXMN2gyb4LLND4ucSl5bjzZtL2BMSziICb7HLnWdlKdy3/f8BJY4tCyj6nGfPKclm+OePunwQX3k5962pxj7cJ9WmgAvwdfWg59WPgM/hj9F7cdEYMF6gaOwoJjMYIRIHeAC09alHAWgEAROQ5OmLI2TmLxWMcGfGNy5whvwjxZauKTBg31wPxln7sEVeNJVpzcaMhRS3uIBLrwHV1u3rTMZh7CfhJOZiR0ZfkMJ3bECPqDHP3TW/fqQHt9+gBaH6hgkcVb44UAcDQ7KzlBd6rGTw+qayY6fRajVF2+O6FexxS8OTx1YrA5FneK9DlTjzPDWDZMOz7bXrFljPjk4zJtTM7V9z4jCx/o8AWnVxwTNYMFuAI/NmIyZpEmTh8NGjLPBoEe89OyzPBizg8TACB34YFLAflasOEe7KqyqNAlq4p0jpwpemUSZyHgjDB0Cz27NuA++6sf3NAgygTDgM3By2JJdMvTLZOW3NmQLkl6DpXa+tGPhwZiJWf94PDFXEx+T5rgmvp36gBxtAE7ak8OuTIi0AQcvFyyYq9Xndv3a84N65XyzJ13aCT1nG58+gD5xCLBF+KV9cIzAwwWDdeC57AIHl+18dlToK5xruOCCC/QmzyV61XupcWxYv6HbIz6ZjJGvbKwGv+w6cIYFR692jjhnoV+MFi6cvnXrHsDYteN1ULtxC1mXW27euNn4w436WCOr5THrEpmYxOEbXnbLRrA1bMUOhMrTF4qPksP9XBnuC4pxEHjcACxlxATwun3ltKAPcFJGHml2G1kAwM8efUQSW+EruMhGmjoZU6hDoD62NKaDurJIr/h5pIotQnVU3wZSVZeRsJMjOGApx6lIH6YMvNDAOWSHZv/+A9YXPy9BgBYTK+3Md2OERvD6irP6Kl9AhldkAc+aNed3T9LjU3gENwsT+g27zDgowOLAHNcHKPncATspOCbUZ1ejDv8eV/8+YMeGR7vLli2zvaJLHvFafi+aCi9OFG2GvtDjoUMT+ljmGbZN5MLhgm5+KgKbx3bht5yyOpvF2Te+Ug3sugfWWT5+lRw5eJNqxpxF7lc4N3yxfP369T6Qjn3TD3DYwQt/jCfIjA5xWMvZxZlid23CuCljoYAua9dUDkk/vvixrxqr7mvMmdC4kavGHTk0ymuvGrP0ZqVsIemjGseAqQVGORZp/8ToLmm3HQakkLzEwOUCrr1aGNKBM6IelzJ925YHbnIMIAu00KCc8C/VDRw7iqSDz5X0x/dNfosPO/Gl9mPchAY4sH1iAuWPV6iefArYJgsFCpjFmIlzTzoDNGWECBA4hEtASMoxzuCDFnlRVGgDC0zwgCNKamGDmzh1SYcP8oIj9SifHFIGbNLESQNPmnJwE7ewLb7kB4YyVkgMavR0ng3zqELYlaV/4ANGEw40fEdaqpuigcc7IKrHqoqJhF0SOjyrK/BxmJZJijchFmgX57DSTMn7NRBM1ar8LB1MxElgYucruO9617ttdBzcYyJgYuT3nvgyKbwxiGawZUC+/PK1fgWbH8DkUCJf3WUwnKU3Li67TB9tk2ysgmbKgajQ60bM8ciHwGBTK98qSz5vf03VAAU9DlCes2yFJmit9qZO+ODyvRoEN+pLxKw+1+ow8Jge11TQQKwJnkdOI5wVkB6Qj0kaHf2WVoQf+chHuvl6nPVzr3lNd/UVV3bH5CvwCfkJbWE79G0IL55AxCpO1qEJfRqfFZ6cICYl9I/D8dnPfqb7xq23uC1/Wr9gzG8M2U7VVvDPqh9H49Zbv6/fhrq1+5Vffoe++nqvcYyM1BkiHDBsAUeGwZvDlxzW5Jemv/jFL3rVyndkMBc+kDh/Ab9pdNjtyyTEZMIESrvVZDXXffC00/iyMge8j3U/3PBDvZlysehotemDlZhe3w5SFLJmRwMbZXJw35Lt3X///d4VPPOsM7tffucvy7Garl+g/u1u/boH6oOMGug5a8GjKSax2eKjbLF2H3DewA2f6IQ2SR+i/TkDEd2rycyVJ2ydrSIgQ+DBQ1viBGR3gvEEGd1fpCQmIGzUTqvGlcShj1zg8+TZ919kZkcDZ4DfNbpVv5bO72O99CUv6V6gnxKYph0B913Bw6H34ngGLFvl9UYOO4dHYsYDzvYIrZ3XO++8U7+4/r+qz2ww77Qxtg1vwDJWIhu7KLQjjyDZoeAsC47Npz71SfOGo1Ftg2aYKNiJmmV94whyMcEjC3oqGHYx2YXgGzBTfYCesyzo7RzteKIrOxHj9Y0YMCMruLCrJUsW2Ab4ZXdeDYfXp+k7UD/3cz9nveNMAE+bMAaweEFHyLNUMi5avKjbonNeOLdLly6TkyCZ1U+xVR41M9bce++9vn5dv3jOrhYLCR4703f4mN8evYWHLuEH24BnHOcvfOFv9Htr9xs3ZwtfodfQp2ksOsHCifGU9kUgBXhk0cajW2yfvgZSj8OMS/0E7HZWPnWxTfdniCdP+Z6gpUvj9yv3NadRd0CrtzMBOa9oQa8f0xnje/jYZAHWvGbcDb7MkdhLtW3JlDrhO/fBCR6CaSlNX889eeDLPWngB3M0Y7H0ZGdR9hM44pY/+h/3oRXawLlMuois5BECW3eP7W9mmR8bS5hGcJhOaJkNo+S1CgM29YlTHngEB2/q1Iqk4EIn9dt74NvAfXA+WllgHw0ujTuZTur8azH42gvY4CMdnkgTzJsGRb5BoZpVjo/DoZteP239ghccxtFPmGz7ykTlJEz42TROzK5destAHV+YNPjUr1DXIIgha6Dh/IMGFR4NMRGtlQOCc3PPPfeV4aodmJz4zZbV550nPusxjp0udYaaIDQh6PseTLoMvof08wR8AI0zN0xAdDgGqtKjOqjkLFkYGKQX4bQ87gQYu7IlE3nmUrEeDnXj+mIvq7v58+ZbJnYk+JbIaRr0+brtI9t3d1c9ab4HWnZy5uqRjb94Kxmmazt72qgONQov8vPYiEOuW7QdfuiQnKXTT+teqLc0pmiAnqKyYxpgOavCgVl4hReuY+JdbIqvkoFHhMf0CI972oKJ74F167p777vbA+bVV18t+YVDbcKgDQ4e0V177bV6Q+1/dus3rNfE9kPJM9cDx/XXX9+dc+5yqUX2L72wmpyuQffspWd21z7lmu7zn/98t00/Vkh5VtDPfe5zumVMDnKucBLQOZPxPp2telg/c/DIIwdcxs7bRRddpN2CMb299KCdo6c//al6pPSwbcONgZz8E+36wF71JyYmdnCwIX6viMcBTEasmi9be5kfe1Jn+/ad3UI51OvWPVA/iijHhbMJtD22wgS0X78OjbtOW/DxO34SA0eTiZeAvvtx1vdiyfwwcaE/ZJy7YKEmsV0aILWLpO+5IDs7jEykjBU4a34MorbHaYc39EUbcDFIg4udSXhigiCQB314pf9g++yIbNu2pbtXH59kF++KJ/2E2rpgccLqkwuiaaZVX7QmhIdHVNDhjAxwpFeuXKkfZnyyD8TiSGzfrkVC3x9uuOEGOalLvQuJXUdWdnfggxg8ODdPecpTvPvG4x34xJnFQTkiPYxo4cD4yc4hDgE7m+VY1KMmyuiT6IfFDU7J2doF5TVyJnkcb7+qLX1ha0pazgAAQABJREFUS+D141Hplv6NXW3dukd1FnSbNm/UWHGn8ExoYXSG7ZLvzLBjTN3Zc0b1jav6cc9pemQ9U2d2+FwDj4j5CYwtmzZrd/ciPW5a4J1m+jf2dOWTrujuufOubqOc7wd+sM788kLAdU+9rlty+mLxqoWLJlh0MWeuXu0+uL/bvuNht92WrZv0xp4+HqndxEsuvUh8SJcskpmr0260j2SVktWW9GnSGADDLWNoTebp+4k9hslueVMgtuI81ceep+mtPTsJ6rOMB/QZwgCmp0s7kgeOXAbUH+4pg+bkepPrtHVJt2HyfXAlBtb4LLhmDmgqD/sYlA1wVr8gv/gT3+KvDeAiJA79xIGl3P1P9X0OsqdBXutHBP5U41NybMI8REnDfAlcqx7y46FRTpqrVRr5wZP6iVOfeyYiUZEyitUWBjjug2tyGeWU1UBdik8ecYyHdPAkXbH/8sflwBAKZ8nsjP5PygOTDtHCpC5xG7ilk2FnwUNnCTx5XL4XUFYf3tVQPoZRjk1hZQK99NILNdGf5XMOOBs4GHz7g5UTsD6jM0O/hyNnhMOVl19+eff6179eE+j/9Ku7DPjXXHN194pXvMw/2MgOAgMdfDLBQJNBj4+QXXTRxZ6wmTj4xW+2Zq+++snaTdC3Z7TbwFa+iHrQsCwWtGRNO0Q+bIU0gZjHQB50tRLlbBBvPuzQwDhPAyJb6atWrdJuy2Wmzy9sT7B612DPtjsHBNk6PaEDi2NKn6PHYj/xE0/0GRpWfkwai+QsuZ5kkpYlE9vjHNwcTnjYUD6dzqTPgWV+v4pzBjh1555zrh8BzBjVeTK9R49+ON/EN16YPLICZxK+5pond294Az/u93XtpLEKH7VDyW8AsTqP05JtfPoNv7YOr2zRM/Gysn32s56lQ8HPk07q4Di2Ed3hCPAq+/Ll+8vZ08qeRw6XXXaJJx0mKCZ1DzK2Kyk7Nql2ov14rMUERWDyRB98ydpfpp27oLviyis0ceGUTdFv+Vwli9JugZwZJlVg2fnyB8DUfnFwd+lVce9MSD/IAc+2KcWtHZio/sQmjojXIz08v+OFnXH2ApvEGeez/egJ2yYgVydfCfz8UOuqVaulvzGX09Y8LgUGW6Jt0BuLANoNXrGrSy65VHanXT49RuSNPL6RxM4K8JgvuFUs5TCWKcZm+7zwjT3xhhmyscv5xje+SenOB2H36CdBFi1a7N0OXn9WZT9yw2EEVckzy5M/tkCb82jqdP20yHXXPcUOyMqVq4x7TLLxdiC7NdTDEbhSP0CKjOyqHJT+zKP4YSzlMLCe13r3CIeXt8XQATZCm8MvbUgaOaGP47h69eruiisuVJ52BrULigagR71yLHFg6pfM2UFhd26ufnCV9kGna9deqjNfa8TDFD8u3SHnizYDhxrVdV/5qld5x+m2225z+7LjeuO/f0F306tfaX7G9IFOzpphP9haxjbaDh7QPW3Jb8uRx6vkbivJMWgXwZCGLmXJRx7SJ4X+tsUBTK4Wlr07uTQ+13NMzhcbeDg5BNMQfh51B1fyXSY+bLfKTHny4TNp6tBWgSFNe6WcOCFpYAmpA3wFwSoNj4x5LRx4CakDLlB7cdzzivPGTnvgUid0E4c/4Ohf2Y1PvcI95Jv8xxKmHDp69MfCdpeef1547mLTRGAECVOJKYwySCMUV4yIgSENSJ2hkoGuQSl4a/DjwFoduguN4E9cNetv4YzCGTBJFx945NQhFD/wSgNWo6aM7WsCfJAXuuTBL3kpSx1gAgvu1hjJTx1wpA5p15NZ8Xw9dNqYzqYKKosxVn3ryB8n43VOJh52zzQQaRLatGlLt1+rroVa3a5ctap7aIcOfGqXgsOjTLhL9AvL42O8NaNBS7qlDj+ayWC2edNWT9LsbJx2GoOSDoP6TZ0jOqCr5/gaPPgRyZmakDHSCZkQ9XgcxISzcuVKr6a2bNnkwe/CC89XOQOMzgDJifLgIX37f9P+g0PSfYdiVVBvjFljnihZBG3d9pB+MVkHbKWOSzQxcRCRHZz5mmRPX3Ka6MixUDmrpwnhYJDjQ35MMg9ph2KXtsBxzqbJgcHRGJU98jtUC+QM8NMAfHCNuhwQxIF0G8GL9E+HVNLb+DM0sPPGDY+gdu7crS1tOYv61D4r4UOHDnSrVq/SAK3BHz40CDOhEmbqS8cPP7RdbxBt8qTHIVC22Ofo3BOiu0PqDxM+DmccXn7b6hG9ssxkzuO+yzUZITdnQegf7QS9T19dvu/e+/xIEvlxQJDtYcmP3eD4YAd8n8bf65FcBNulvvBLn0AHeWzHPZMGn/B/cPNmyaIDm5qA/XhLzu3DelvlkM5a8LtES7XDxIcP9+rz+WiPN7h4k4qzXTiaZ+jjgMuXL7ejlnEAntjd8IrXfDCulL3DGas79MBEi63zWHOb7Bn++BVxdhQpAx88+htKKuMR5vZHdhmOA/TsigD3wAPrLSs2d45+WgC558nB5fEIut20abN2hXbIMdNOh3Y2aXtsgUdDp+lRCo6eGJR8WJX0plU8OLBPfaFOTphoq/3qEGb1/TgJPEbduXNHt1uPbXnse77aXlWlD9qxDnzz46bsouL8bNlMfzzUrVi+wmezRtWeO/4/4u6s67bjOg/zRg8QBCCQFClKoklQlESJrWVZHnJu4mvf+2ckuc3wP/GPiJ07X8eJRFsNexIkCDZoxAYg+vacA5y8z6z1fruweZTYBxhD9X1rV9Xs56xatWrV6n7586w4PjMvWmTPa6/70GT6gLdmp18/n9UglydNhk1s5v6X40WBYpw9dvxJWPMB3HxxPitg/Pto9p+P//bHZ8LAM5MO7a4POVn46c9+GptyT1p0zOdKshOicxn40Uxi9BNjtjFSH9PfvPzP/V2PWJnJ6u5zP//VtIfJ0JqIRkLiZoKuDz+cCeQv8lqCH/9YG+U+v6wCfvzjeWggl1zpckO6WLsvx03sJi8vJ07uqZP4gc44416g+wL3MjzCjKts28dXfU8i09ZyaUpfOBrN7ADv5FMiQ99bN4un3b13KQd8fuljbLNv6MP2t+qqvlnFCR3/6R0dyWuDXNr59vIca2KLv6byyNlmU+aPbXSEmM1wheNfMVnxEpLa01iIkvlMtU3UQtj9F10oiLpKauidpC6+FZ8FXbTf/O5PT1/ICfb7Tbc1sfmTxz72Hr2C1SCvycIyknM9uGNAI2BygZQaaLDW0azArvdT2Fksg69gDdkVbfWeoWvi0frV4PiejsEG91s4I1+2l77y8C3eZVfx7JXqs7y2gu9+3Mr30lSPemUmOkd5NTh/u2JFx9Klsy09ZOhId+QNpZZP335r+XN3Djg6j5UAT6SY2LHaoOymONfl+T83Kqbz3ZtBysD9dgZCZ9mu4xsc3D/i0UpfA/forY9CenrKkwYz657JmzM7Z8p5ZDlC54mF7LjkuFFYOzs4u3HWROgBs3UzksNvPnVj0/LJQMPP9p/1hIgbA8HYd08mDK9ludmXuZ05uofjTZcj4sOD8fNtZ945SHDUYHEtbX23Ly7HL7cPs1V86XQw8DTEDDjimYmNM0p2XbVnYijGJlro8bkc4wBngA3XDLihOHxbqxQef9d2HcwWjzMs9ymtG7PFR7xcvjNQGuzZxld9dN2zYKLjPiOvp39oLju8nonEOjte8thrgslfb1zlI/vdY2GS1ES3Sz8uWc1kLP7mf+gz8o7/yWJDnhhyn0X2PYeKt53B8zeXtfQPMWY7WfNOFQN9OpobMA3i1zPJtd/ekxvbxV+f0Z+0o33DilHP7sUIrOkq7gQm+b3DASp1Ok047k3c70nc3sxlGm+7NXFLM8wjwzNQ6y+p35EPllotccAVo9kfknus30FHfBy8rcC96R1JmQROHxWDnCxoa5NcRujf7rFSDnhw9tuZ2IAgTmyu2XdSnnYM3bwfKHgT4emPid3DOdCbhLlk9FAulz7wwLpXyD7NnrszUTGZsLkxW+4eN2qshLgUI74m0XOQjVH2RX3R1+AffDCvFYjPGoU8ySWhaaQclez/JvYm2vYpEwurhZ0goudDV/bUtZMVH32Sb3MylcaY/hAd6Nnkxv+onTaf8SF9xIMM+sm6wr72r2mTQy5eMdUP9F9x0od9HuWF536VSWrGqkwyTQ5MbF1unv09fl7PhEmj6FuS/m5fmX1n2s7+qxetpB9cptEffZL+42RkjRH2r30yYt8wNleGcWIds7SdW9beCU6/MPKSuw74aMRwXXZZsUyfDk92xGhNnv1DwiPVTnntkxsbuFA69swoPyYZU8+8dNO1+Gp79ITGxH+9Z2SUjj6y9AE89XuIQ6IerqU/K5FsXirXcRCPNHSHD4wZO4+6e5fUx292Yog/xtfvfP/pf/qJzRokBHg5pSPqlJyygdskjkxHfU+w4k+d5ttRLs8wDq9GsZy45KwGWrLpmSA1aKnr3AIsxjqAtGS2cwj+OggMUuMcusmSqqN+LLqzjepwTbsNYOrwta8NTo8yvFx9bKN2ypEbm3vW4QY/PswZIrk6aXiXPg4CLruqwxkNWS7bOFOwk6IzcKG1E8LPkugCjD6D/OwecA4CEQ02d8HjoUo9NoQkvrF97SDqg1/hW36HDn+vN/PTQaGXz+r75GHmFwNXhyebmasfGahKz25IdAbZ9jmyxakHSIN9Ywy+ZAkFmcu31U7aRFzj48SSJ9r2cEYp+Pmbdl1L2GuysAYZHHS4L2aWvzO4k22AdjZmwsF+B7bxMaL10/YRNjvjFgL0wtl2Fq/l++rrawKWA4z2Cm3PVDFd2Xn403edkE9GzxqnnvZrX2u7OniuGEzwxycAvDOxix9Wv6zyjY2x4cpebT1tiHf1UXwGLbRs1Qb6n9hpOzAJXfcL5RFz6CUTbMG1+Trz1J8Xv3bCs/oo+69u/Ayvlcj2BbK6iQF+eitTH+CndEP/JpltkTkr7myBTNtVjn4x+Cv9IZ5d7NyHMdE1+yIDA5gn7VI6j5trxSqehI4A/4l7+Kpr2jz2dJI2ukNKlnbSj9GaIPdAjpYO8OlTRzulOpPB8TK6nLm7xLq8FsMVh8PcicvIjS79mLx5kWP6A1naUx7zRg/9N3JiNbPLSJ1LwuwMnsw1GUjhSNPPYzcfJHHnl3ubTOy8I+bKr+C0qcfk2TsTuioP7/iafkKSyS1ZUvOOlWDdN/A0TX+I/6VvDq+80waQ/e7o+5GxensII64maUObNLaFXqw9jaltfKmcidfzRXb41ZfPepb+1b4jOD5X3hrjaF2T2nE1TrcdV5/T/wIZ5PJBLO/OfU/8t3kIIExzmd44oQ/iWb4ejbbcWjHNDM6u0nhMe06/ZRu+cXfw1Bonjh1l2oWu+nVH3qHhktY3v/3BrNisG1eW/v/uX0HgLKMaXGVwjeTswEAu4M7SpA7s5yAsr5djy8GW0a9grsEg2MhqEGDP5dqxoAs+T9fEHvdELPy5g02ADbSDT5ynQ+qUlbBkLHwbdeHqqxq5Nvzgre80lYF+p1GXdvxq5MN+e2L+Z3KTJe5jfxgdQ7fYSZgSuuXn6rixbBxOU0zyxM4aRJatc3YX/61MLD18MThmYI2sicnsaGf/1wFJR86j0MfXlRnGr/pGGd6rNOaxJgN1Biv+Nj7KAcymHPXLPwX1aRACAIDaZs40l79k2VlQgEl8w0qmHXrvd0OQHzibYabttupkiYX7BtCc2zVRuaK1mjPmVWB42GIQx2vAEkeGjX2BsQXOYDITQzt++MeXyU381wGb1wb58e/IZ/CbiZN7gM67LZm6AbtH4BEyenzssPjpS5EloTWBSctl5WPpjLOxLXrzN21oYAx522vUiHXUuKTYfu+xenodMNvyJmzjK7swZMvvnAUa8BisPy66RaN+1S/xbEnbjJwDpk2XRPtf/HAAGpzYLiusGkh4JZObq8RXMgee35RdMsJrtWkOrPYDNh2SZ+IXenzpCVlFOOLGVv0watpHrR6xb/kOvvpHbcOC3kScPOPmyJ1+HURixB78tvaRNVFYE2S2S5W1+sBqw3EsuJEf29L5Fu3QR2ZUpHXVRj4/6WEfO2zaI1gk0weUjRfBTl/Wv/yxfSWTnHUiQVb7bveD0UXu0T5Lj31mte3EZvTWLlJjU2Td4YAbP94NLYftU+2XTiLsW+7lGs7DBzbEkaFX7lb/mtNSv5UHHt+u5b6qe+3HDu76eFJ9QjPy6BLfJJe6wNYHc6MXDkJ/Z0tS9bS9wcSQ3LsSOyclPhviiVKYlSIz+mwTo9nLVh3N8ovdUXOMUdN/czl5hnc2Rf7iZ4f9g8zwHJdPzUWMA70VwipuT5DcHK/t/TOJVeFOYcmyUrmnpWvFBOX0o8N/LKR5GSS+GW+yImq/N77e6VUHH1C6LUntJGwQ7HYy8Ka93BkjHLggN+2yii9OPgcBcQxPaZUro3l5l97VkaeBRxh9y7Z2ztq85JK9BkRwW3W9l+48QBW/+Je+wmrLqN5+iq/N6uWX0yUX09LKW9/lgre+y6m6XQeYerd1ZrQOYOWtrFDpfVf6d3mNixtLO5PH34O2cuXZeenxxFJly/d4qi/skR8+DXyzl90bavxAQxdEB5cFEzullWpTc9Alb930qNz4LlOXRYWVHt3ePnwG67bTmXiAJxrDQ1blVUb5hm4M3vYL9U32FU3gXBu/KTwSvPFqDiIHjB4bvRMQNEdcqnu3aYaiTScdI/dgwr7kLCELB7YUqlcGvRIZoz/l5lxbTO9tU/DahWJP1UWG8tiWnlO4PnsFDx5d9YFf0aUs7fX62Xzwiyj9KrxWD5Zxc1BG1/0DmT6+YIcNCYgDPJ7KrA1ydoEPT/ibk3WIjvjzGFR6ehrXXR4+aXQd+WqTtF/qV1+R3uxx0KKMnNrSnI5Vjm8hm4SWrGx6IPzs30c7oyn/Zbk65HF+JiriSk/94WP1Iqum+lmZ62CqFooQjsxVXZOtxfweOHRtro3VvctgQ+vNrXThGRnJ9zIak889DR59cO/eefSBEIDTiYce4wOYbeSkv8ykODtxpI5I40vbfuiCabzKN+NrqGvvsoVMOtO2+VM560bBT7pLvfRoz7mcF8ScpLjfMyQuHdM3SRZ56yTEpHadDFzZs7UpGPvNqcuvL3qRqAV3J3Hs47eHPG5mInYXwz+gdNsTm10/w7vN2VTqHdwFDE69AS5tZag37eXCEpo4fnYazd6Ylddc461OQYJB9r30eNtJUOBrXW7DL8mruzrRS+UrLVjp4Qrfy+WTNzaVWxvgwPDZpF3WAPJTXO0rfM8rpzpGZmRPpz3k73rLW33lax7LYtuiIgudbeQe8kpLrnLlK0vFl2dJO8ez9dKjWy+/OvOiqY2ll4f0Sv6qn+NHjkSusvgrs2/5MBwDq0+1oXQoLv2p3NqjXt+rq7hd3l6uPeQXXrk9MSi8eWnH1vTxJnj6bWQYqCYwm2y077EpPPi6wePddY2GwHb4Xm5cmpOPv3p2mbtccKn0ZP5jCe4SX/mFy9lAR2HkFa5c3K6ztuqlMzUTtsgI45JDXnwSapeIyWOpFZAgYv+gslJ2HMQC3lN11qbm6ySBkGwG+uhBa5Nqd9uzuOLrfxiWPe0LR739Z4Tlp3zy8aH+Hboqf+QFt6exMnyNb2WR01iW/krOIZekgc0YcvaxcagtO9/Iir6bCe6s3hz2tI+VtnljVBvkTnwao+oa+OZH4ZOnHe/MgdZj6Wug/M2+ia7+0q0eKz0Jnr6TUiZvS2bgJhnTtGBZubTiqs4vk2f9JYisX2VMssAWA2KzWcHYTRfG9d/WdS5zVbYCG3GRv/a56gNM5Lh7ZZMa2oFmxSRWRb6JxggYmTfzQEhqy8d1CCUijPzBjy8bQYtz1Q/Y7Bl8yA1V4jDxCa3LvO/O6qh7eHK5y07jRuvQHgtjo+b9/tzWxMbkRWpnkmuAdnblTmTG4GNyU/o6WePRSIXLJTFredUF8b2pMnsGvWPx91ofOZWPR2rdAa6dFLwywW6ln73g8vpdOnn5yFHvRrZU+bsd4LsN6nuq/B1W/sJab16e2qsOV/vkUuHKxSmjtRW/dho3ljnjOPOS361nGpey4MnqIEumrXqqo/VB5KfwdQlj2VTe+lU/au+eo6nM8tUndam5MnryegkLTt3WMy00ncDD7/IqC71+JXUC1XJpBnn8kGkrTm4jRw636ykvmCTftx0PTk51wKmXfi/DgdeO1uW1R/kf22fwSmgrv36VX15blLvV1/LLa4u8coqvrtpfeGWX9xKPrqm697pBW8/wpKDhWyodmdU7iIVcBwm+5M9lkRFw8JVH32dbY1f+den83IaY6ZPwth+p4werPTtd6eVScbv/tb15Y1p54MUtKcsG5eLIqy+FVZe68m7nLgevJC+dOj485FZmZc3lneDDgHT4dp8qp3zq+yaelQXetMuAr23lvWmSYHUpfcDkqD7J3fTuNou2zcjX6P7Zmj40E7Fpy1SjtD6bFEu1V956psvRc94/ysOmGTsPO8s7E+3Yc7oj9zzphSnPRJvG0KKrDP2agSLQCfvA0s+9wwv9xAefS6EZv9ZX0ce88QGf9pj3N7nCOaaHL0VNO5e46QmdbW4URhaCtPis4Me73JuSm9nzgtXcvZxxNQ8GZVYzE8ml6n3/3tbEhtZ2kDZKYeAavvWu3PRaaPHlR7cHv3xyST/c5VVf83a2Rb1kFQcGT1cbt3oLQ6vcXLk0uxyy1HeYcvVXBro9lR7ddMwgy1PcpU5w9kqlnUp+aps6uvJWlrzwwkojv8RVfmkr9zJfeldslgwUy57KVbejw9v40LjDLT67wNmP0g3w+Cm/auNQ2K5LuRva0ijXL3lTZVWGOp7W5RKYVNmVeyva8g5DfspbWnA27HHB07igq63VfytZ6HbZlzTVU5pdh3K3Ha9Md3Hy4ve8ZTrQSGA7vPXmaBrvwvCC0Vmf0VVmy5dywdHvqfxoy7+XSwuGFo2tNG374sCLG125XOPMeQZ+vAcejdRxbXgyajsTdfATHQO/Qu0aBvDDFvXqWjR0g61JC+baWh71bpf8aGxS+9UlTeUNUX7Gx6NSXtXCwYxX+C4TXPWgL/+lffhuhQNv/Euz0/0GLH3mDhOMxKc6Lv3B01RZra9j/Lmf4KVfku+TE7zw+VnsyRyQrRgNPFA+t1xdcn9ppeXz1EM8YpYsuvB2YcAlwf3+JgpnQhHydXkmE6CUTa4kfY6M2k6nsgdr7rZU5L4aerPNpaj4QJ85C3c82NBYDF1w2lg/v/7mq3lq7a2ZFHm/190eclghWsxkMiI/7ieavTH3IdI/+oLgv8nceqI08FxicnN54zK2m3XFb6s285CPyVFeUSLGEUbDB5Jua2LTRq0F6oW1vAJ6vslQXepZr7KA7Kn15otGXIVUAy6e6oJXRm/b4dU3rKGrzEs6MqRLPP7Vaeheifw25E4P2/pBOh2KjMJrp7x2wtnsWJf48u02kFeZpd/xdFc+/uopbW0rXXWUBxxs91G5KaiktbNYQSndQLfYsLE6a0dtKa28uMppfacFa6otYKUtrjl4Y1RefJ1UoitcXpnlbw5eO3b6+nYrHDpwW3l2W8BsZFdO9VXeZV455UW/6wDf+0/loqlvl7zq6CTl6lT/x8qlK775znNJAwcmNZ57nd02tlzG5FI+mlvJJ5sMaedpvX6qK1/S1J7Sv6eeAfiO40aTwpuXXh4v539kx9+ZoGQ/MRkCw1O+2srfc/vwTayOy1tzyn0ed2ggp7Ja3/s0mFQ9ypc8xckrqzD0TYXdKi8Mf1Nltb77iH7HX/K33fGiazu3PvziZ+zPWT16sG7oWh7aw67aB6Z5pLZ/7ZG3HfZ+Ms2JzyE5eW+krUxxR+9kvbqLG33DmZ85iM8hO5OKyBkbsu8Z77U/p/LfyU3Qc8P33E91TJSNs53QzU3MWBr7yFz23316Kzc735nXGpikrPtSV19387PXAkTd2DptE9csuPPhnrvfydvAX8436/7h9Owvfj7vbPIiSO8kutd7t6LLRz493TkT/RhsRfIur+3IRMrb1tkFN+9pmlXOCBdb/udS1NxzZl8KvUnNtbzW4pW8C8lnPR788MPR9dHYs96GLQYfRLqtiU07wVUjJsBgNoFuh2GgQIK3MaajCNbBU1r14upYyMLrzMGlD52pO/55J9/1kWUjh155Ijv5Ki/JeNhUfbttKOCkylOuDzp1L1MoVx+aXYfyLn+no784crtVnxwMXd8ngN7NbGe/XIJdj3JX1q7jEkYeXjTSrqtlPJK8m3rjZUcnx2WoXsuFL39py4u2ZTKquzD0TXBL9mrDwrW/sw++Spc0ZBUu3+NTfXTjxwsvgeEFg1OXKn+nI6f0pSld9dcndOgrG51ybcFf2ZWLx9YzuV2GcmXjlfDVnx2njL5pt1G5CT9daBtXvKUBt+02l7d5cfiawMpHlg0evDnYTtP22mEt42Nf+dFWBxqpeW2/tAcNWG1RJ6M5/toGbpvVlxl7jv6LB0PkVP7YAoQnIbh6+ieEaHpDe/VWR/mJG11Hu/REwUFplc/7AZ7a2ce8e4JIPjnw1VUYON7GTV2qPHW4ylYvz27nMG0/5UOz0+/1XQ+4rXbU1uqT14bSgFUG3pbrY3lbb45ObPQbfAOfMeQsr7R0uZxU3fJJUYcXR/cPfQI9XrrlEp5uYEs2eLhNXKJbFoEprjgkytNnZiWG3Kx/jLzwkKVMFxvqu4lQJEzfNPFi3NgbM27mRuWb7pWJ+ZGQ+7+OWGcVh39k9L1cPsbreJo9P3RvnV5645XT9777rdNPfvTk6af51Mpjn/5MXuz6/LxMEa9JkUtE9+WdUV42Kir3Jr4PPpKX9N55Xz6x8tx8M8+nRx72fcJMhrwKYN6eLQSxdVZncuz2KmCT96d+9qPTd7/73dNLL7x8+vRjf3j6wp98KS+M/Z3Yv8Z4cX2/6bYmNjpOg66RldvRPOq9ArkOFh2YGKqxbIWha9rlFCY/+ndkrsbf6WqDXGeoDQnfVQeZR8l0is1GdO1Ayk21Z88dANgssdsGb5uOVeYjP9uwBq7KR69c2S3LK2enJY5P9IP3oFc5YDZ1dPVnN6e6wNCyXSq8+Q5rufLJLl1UjZzimuNpGa1NvfrgyblM5dl1gF3W6bU0y0f45rsuMPXmu67asdt0qbs4tPTvGxzZUvMdVl2FOfg0gbHJJnVCUTlgyvShrQxwqXTgrZcWrjzFlx/Njq+cwm4lqzA09R+sMpUrtzYUL5fAxbB2XcoydkjgNrRy8Wkfr+z6BK9c3sIrR159hamXT7l2gynb6LyVTAexCMyZZpbSDeUpW2KfeyaSj650B5OXeJFCJghHOdh542yAOEcPeonOfeysvyNv5K64lJ6tNqnlS5w6XOM4xPmpv5VdGa3juZX/lYe/ZfmeKgPsVjhw/N3UpepctfULJlUfPyRwG/kmeqlcxR8efKfZ/V885/GmOvhLz16vjF3n4KNyJrhpRXw7D/m1s3w9RqBlK3ph0x/UbY0i/m6LPzbNsTE03jzZlBkzGWTNqxD0taRZ4ZlJEDmBZfMV+5uZgFzPSwlHt+Emh623s6LiPVfzgsjI8qbxjEJ5C/hz+ebX06enfvz9vKH8W/Omaa/7uP67H8sHR3+dycgb06fnRZFpk9VXcnkqum7Mu3by3p277ptvcvWt6j5z4UOp3i00qzfRZC9gkzFx9qvoeOqpn5y+9c1v5YWy6wWnD+ZFpfEq38T7VPIPJt3WxKadYzXe1hCxSYO3kwpGO4Ud2tJdE16b1Fxj30pm8XuuvG94mzzOZsa8dJ9ltjOVFr7l2lEd6vzoBl5/6tPOW923klM6MpSro3A8yq3D73rB7Tj07rSNM3zL8LueS12VXRq8LY/wg1+5+gqfbmo/OkJd2cXXfnm3Xd9OR3Z1s13a+UtLp0SOTf+6tKs4+Z5KX7nF1TZy6O6gpI/Wpp3nVnIrS1795SVv16Fcm5vvfC1XZ3nJVW6OrrGSk1UeuH1wh+uBE64+1FYwaYeTWV3yvc+VtjSl2/XvdhfPjp0HXF0qffPqGOTxc0mLv6nlxgFtZcHZ4Eonry2lLY5MvFOPinCnnHi0rwdPc3WtSU1gzsjRTT6Mxui1k4Cn2FRdjUl9W3hy9JPVJtwsvbz2snFPcFd2H4gdplyboYvbeSoT7nLbde3l0oHhr7zLHN0lTWGDOH4K23PlbiuQ8f297l/p5WPTpT9zKSk2NobolMnuiQZ+Gxjc0DL9EFs7qqf7WmnhpcGzWx/XVo2NelLlzNNAB17fmYkLFn7kn3wJydjErrkU11hnepI3uwcZuDnMeiO2SY8XIc4KTYI2k/N8zsYlKa+J8VHaF/Kdve99/3un73z76/nsyS8ywXh5Pkjrnpgb1/MB3Zeez3Yea7xZ3JuUvRfJasw7mdi8ms/xZL4Sf9c9Om+9cdfptZd+veyPXj6ZUPWBk/WiWTF6J5/ZyCdx8iHTD93/8Fz6sgL0bl7C+Ebeev1Bpfc1sdGBpgMcjceoHnjg2snBNU4PHIXjnUZL3o5VeXia0EjlU28ZvJ1tpys93E5bfTusZbjK0OHBd/nKPWgVXnp1if21R178rqPl0uEDq77GpfbIS3tJp77rIas65Y1nZRcG3p2n9Hgl9V2mevnXExyVu+j7u+va7VSuT8qXsqu/PlbeZV4bCsfXrfJbR6vcvJOXyiidvBOAHsjVwS/jA1Yb6yuYVD3Kl3xgl3S3sqN86C8T+voIt8trX0VT+9CQh666arO8qXLk+wZfnPIuY4fDSfA7DRhbCt9lK5e2ePTsrW3gpau+5qVRt+Hb/QarXOXSVwdYx6LyvYc+ExJ1r7l3+SCVOZ4OLEIctEZmcFqfvPxM7qzUo8IwczJ9MQbUFnrbPmD6nqcN56hmnWh1KyZPGh0psQGvemHyrhLWD0yXdGDw6OtL64XJL7fS4pdKu2rn38ra6UsL1o2/jfsuTwzgyi/HH0DiLz/raulSvvq+Dd0Wy+Kqg77C9jIYlWB7Am9c4djcrf5Z2YvQK7bKByjtu0efvfJxnMsnVDJb8AI7L88bOUcMyOgLHac3kp8bc0deZjZegOqlkXiu54kjn4CMivTffO4mT3B5eehzz/063wH82emHT/zw9NN8Of25X/0838e79/S5xz4338l7Il9Sf+OV10+v3vT9uddGlk+93ON+mvjpUy8PZkUmqvK5lHw+I/3c9++8EdolrjffyGTnuGJjcmXVRh9vrNeKZ779lU+HfCLfi7t5w+dM3sik6o7Th32L7FYNfBXF/7HCbU1samgbUq6x5W1EAS++DVpH1dthmu9mk9GkvHaC906idtntaNVd3phz1QnRV5dcfU/lrW405C7d55259uz6ySkfuPKOVy++eeno+cfoy8cG9FLzqeSnvJe4na460bQMP3+HvXDSaDlgOuIM7IFXDz5Lw70PYJiOn8Zsh+Er795Oe7k2LT5t341e8VztVVmNWeuXee3Y4WBS21O5eGV4Bwf49t0eeEq7x7Qw+aRb+AlOR/NdH1jl1Z/ld/tl94EVC2KmzRJ/eeO3yy6MntJUdmHy0uG9SlFbe8DKL7fhky55ix9kftBVF1jL5WOPrQm88pVtOx7drqPyyi+Pxqs2K+1O5+xRx4arPvnwHrGCk4Zfn1NBwx9lOdunGAiRB44u9T1PlbDFF3zt0rek+orH2br9afgHy5ZVP8MGccXXOJKLxuS2MuubvHSL+ywDT+mVKwdFy/aH6q/9t6qDdSs/+r18yV85aFqWd99Df+UHWfzUjhf06PDxE726cmWC4Wr9VvzlkRe/5Ka1266bjNpJD3ttynhGhlxMWr/ktcSStPNc8Y5CvkZ2aEZecjqvHzrwlp5/vuN3l5Wa6LuRSc21fITXC/DuzkpLThdm8vCLXz57+t73vjPbz3OTsEnKZz7z6dNnfv+Tpz/+g8dmAvJi7nmRXs/NxK9lgmPF5e238hHeuacy38a7P5eTMpm6N59TifGx9J3T22/cOL2ZyZPLU/OJnsTLdwddnnLD8dhJaGwbGzP5+lCeuroj3/d67dW35ntyrq741l/YPrB0WxObdpK9YXaYhlbnVGds7aSFt8Hk7ZCXuHo5wUlwl46dXrzWGRud0hogdDKdfA0aoUp5SSNjOvthH+iSu/B07XZc1veD3eJY/HjEQ8Kz58rVsccBrLEq/c6rjN7WWO904LWvcuGb4JyZ0tMN7opvdvlzHW7sDP2kIxYBLj0BjmeB539oay/6yq1NKx5o+bDiQnRtGV0b36qLPxoSV06eJdpd7i5jtyGejh3whSuL88gZ29/bxtrU9eWbx+vd6W3c+DDX2jOolp+Okc+pyFbek/qCidYZh98BqPtEedpXTeLO9Pq7/iSnZg3Wa6l59Qk6+DVtH1a2VjddyvP0xVGmb+xKPYVpy/rkmouBarXVinXpz/vUed/rgXS1cdt2xchNhxM3sdv2ifaPyp17BdiSRIfi2BPLTKiVp8fF/7k+P5Srf0ycAh8/M9jC1xf5xCT04685zEFLxI5nX/kmXoc92thZrigNHGNsKo3VGLYZ3ufpJ9EML1mTbzorX04fGc1HSvaP9YHWpQvetqfq3f0qbMk4t03rdLxXz2FfCMbO5LseZdvOQ5ZUOnzK5S9teeVX7Rza3d75NpbwiJv2ErNDNm/JtN9JyqMjJPrJ6J/QLp7qRwunP5a3ftM9dh18JkZzqSf04OicbEtzj1Tqa1VhHbdcfpHoGjkHn3p1FI5OWZq+q1wfAFON1sn7GZPGjjwbe9lDjvqwHWU4+zoeqfjhS3zmBt3ArayY6Nyfz1BYVXnp5RdPP/zh908/+9lP8sX6p/JI9xun3//k75w+89hjp88+9pnTbz/6kdMj+Yq8e27uu3t9TPiNV9843XvXvblf5qGZoNA7347KJOn6mzn5eydxTc9/+9rr0ZtRI28TNlQxWVtpVvuHR9e18+zbhsp8PNhq5sv5ELNxxkde3ZfjnhzfA7t+ffnGv/ebbmti0+DuDSDA3dqh5O1sBvN2BnTtBGjUpcorrrDWF915pzdxKW9pe6lkHQgMmGvgOvrcFX1tkLOh/HTZfvPgc/avNHuOvzJbljeh3VN5wS5x/18wtI0ZGyUdb0+NSXMxwKe+b7eyIRTTMScmbA5vDzJ4530OUTYDhB1VeeSe/Vj6zu257G074zGonNux8V+yGqf35mb7ayc5D9Yjl342H2l2rJSLk7/H96FePhZeGnZL42d8Vx9YTEE7SRz1FyLQZCtu8pC9q1+i17fEhsz5xRNZkbvit+zw2Yk5QGb5eU1yQo0Q1+R0LPXGjSb6bO2rK+4LBk7v6NqY+KbZxlblI533pff6I+ZDSxd7ZvK1mMAHl2rLI/+QWZhcjNnnsdDG1xtZm+yvaMa4wNPTlsxAZuXQC7zI4dWV2RwxlhwDYieGAYd6tUHOBjMNHN6zrtW26rv92oi/A4+t7/iAY2JHJ9FtU092AAgr6cxhL7+03zpIrjr59ZfcVV5n+q2Drcd04Qe6+l2KewwrR5yUpdq/YjeggbXvFr8wZ/ryFl/Z4Hs/Uofrpj5J6A+f1StH7l6Q9Y6WRCW2gs1mn4/ZbB365cISl3iDF7f7R08YFs+FrtEX3ubl+418+kZ8iZwjyNOvajv4rMjF1ysbYk/1jv14D/2N7wCOn6FJWV8wXtHDdmOS/givs9yZG3jFqPXlH1WJQbqfy0fGxwRv4uWSqH3Am3q5YfIyk0TvrolA9Hfn/pg77spHdvMFdOn69bcymfnp6Rvf/Mbp8ce/d3rpxRdO92QF54//6I9OX/ryF0+/93u/N08+3R3bnvvFP5wef+LJ00svvZKJ1X1Z8VlP397jKaW7V3uumJyy+nMtl7pMdNZ9n/NhZVaMr1nVyed27ELr5Eab2W/ZFx9inz38RiYwr739Zh4nFwwne9dPb117c3Sz/YNItzWx6dns3nnGsTScAHSgZaDG0wla7sHYDBuPevGVMcTbj+CswWs15Hrfg50gHSfyz8GFl9aZrBJ7JHSVPx1qoEeDHLjSwdeH8hXXnb51eFv14CustK1X/6F67AFbnaYD4/KpMSltaTprx4emMuWSvOXyoitt/Zo6+uwp62vZKSeeDrj3OmsIz+w8QpqdzIBPrgVSN5DdlR0obo/cufFNJYmv4m+Al5bd4It/gINfdHbg9gVnK+wqTeMmtwN6j4WduhMDg4ev4877JAyaI3f57w2YE4vs+HfO440rriM78ryLwRmZnc6gQZbr1GFaJD2Qpi4md+UdEaMhvI7H84bN0MTgsWf5HR2z6rHaMpWxYWRGj6Xp++7N6wIMap7yIju7+hzgI2cOBjO5ITZ9KoPHTAAj6E4DVtpKfPR371fR/+/KIMnivC5ifCBj2bJ0u5zg+jcftMXqG5E3A6LhNoOpWmypvndvriVngaBDIncmcblJca0srbbedRkXyHnzzTdHl3rPiNHNRp9RJ7FRfyc3QI4MQQ3vJAN2/Fcd3/IDZFNHL9LsAVk0sT8yYNJR1tJ4zgLvSNvfd2++AD0D7GqXdyN4+kZyMenkdOwgMbDDwEhb/Va8tNPCRM/oik1kpZ3Iw69v3ng3D0mwdfSsnJ3w4hlw2vG8qt19O9JCs+jw9oRl5IZX27dc+9XP+wy5y94dXtvi1BVeuf2hMlvvGOaJGLBulSmffTYy0DpwTz+Jz++mI8LHy9Hl5lX10ihrW3GbFRTBkDRl4PMXGtWRA3/Q1E/+NLFDnBxIJbj6cRWjxGT6CrkRDG7V5M6MY/aPxqwnRbqiR5z5Rjd8ddNxRZ/Y1MbxUb+Jguk/WDkR/ukrfVHdUWfD3RlT5JJ4mf4kKPlmUmrT0fQFMum5Mysk+Up7VmLeMQ5kuy/717yn5u03IuBaPk7rJPfm6dcv5F6aZ58+ff/7j5++/vVvzdjxyazSfP7zf3r60pe+eHr0o3lUO3qMf8bxx5/88env/v7rmRTdebr27LOJ/TunB+67J5ehXstXx3NJKxOSd7LK8k5OSu7Oqosbk7Nbje3X075WWtxEfGfsSe+bWF/L4+cJVP4zvkbPu5mxGYfeNT5lAHj3XV83v3eOJXffk5OBvIX47tQ/qHRbE5vpnLGgucZR7rYbV5rC9nrLV417NHJp5cWhdbDUqdpxdYcFl7MH/coro/jaKN9l7PLBu4HvPLu86kfbRI+tsNblUuuVW9ieV67chkd+SaNOTunprK3VU5rq2/GDy09tmx0YMAkdeSNnAQZW3PJGbaUZ2C5srFwUq7xiQzb6ORtJ20kBXSWDlFT+5jNIJhb4+SzqjU8Hf+LQobHhlbc9RvDxA0dGrBrI/AYmMaf86qWoLc0nRsGirS1o3VC3XkzFmiULzdDJ87e+RLwmE+oOtM5sKRObVMd+3Yu+0bmV2+6VOweE8PJnvsDMvzCXzo18pZVzlW2ezJj3z+E99Cz/+LRiiBY1OJ5FJwdb/QQFXXSS31SZrctH3qGrNi38ua2WDe+NndjMABliB6mZ8I2cw09xTD1mC0cULX57z29MXCYG49gcFKuPHSZwy0htse5bybHiKn6VtfyMThPZBLG+yh20w7H+U14xX/vy4lvlxqtxCGvS0d4kHHYWf9XPQjj9Lzlc4Ts9SVJ5/7EyfNNOC9bJQvHy0q8vh+eAt60Ww7Uf1D48YJW953CXSXzFv/GEx9+8cqvLvSJgNjCpOpTJueFkiNwjDd10jEVb+6btNlvVKxfNLmPnKd0Sn76QPuGESR+cNC758Z+2N4XJvtPEntmX0psyN2FU/u1PZK0Tf3zuQ7me1Q0TMJMQOlyCujeTkHsyEXvh18+ffvXL505P/uTHp+9kleblF18+feyjj54e+4PPnj7/J39yeuwzn53LPsxy8vHir399evJHT5y++a1v5t01r51+65GHqB65xoY5LohbNj46odI+TszuzETl3XffmrLzu5uZKN6cS8Jrf7vu3pz44yOabgrWMvzml7mak+YbsZn4DIj5yT1EeXrrg0q3NbFpB2pDy1vW0ZX3hmfsDts7Z/naGdX//2CVt4Kw6HebNE7r8l0ensLY2Dqb9lSe5sWp4+9WeH0qXt4NTXWCSdVdPjA48MYODp8krspwpdttqFx5y/g6aQGrLPB57TtTnIWms8FVX2WUvjk+S7Zjc3aoyixenb41eVnxRDv0h/7aT9auB019JG9kjn1nutEfXH1Cg8/KALnK5ZWD9b1KymB07rpbh6/8yriqZ7dMVK/sBa8u5cVrx0+MI6Znr5dy0NZnObw9fnb71GfCZ8XGGdvhW3nkUmVe5uEiauyqjsYTH3ul4Qslf2YSlrMwZ87wlz6hbXzWZHTZn9/IWUPHEc73+FX9zeltfE0W9LlAhqdwuuivvkv/nAWzWv+Dw4d2eALnvAis1qWRr7F0fDgm6qGvTeXf9V3ZMnKix0qMv8iwLZkrJpUDttutfFdeEW+ChKVxq77Kwn+l75CNt3rgW67e8qKrTjBy9nG3tpW+ci5zciX0e46uMppXFl32P/dE5ILITOpqN5raUtgIzk/5m1enestoRdnBs/6RBy/faZXBCleX0LYsJ6exUe+GDq7ydz5y0O18patdcjRNymTYN9ZNzvaw1GaWvagGEqAVnJ13+MKrr7rx1sHf/mU1xmRhaPll0k1m7mmJJ6ZHeeQ674jJpaO3X3nh9Pi3v51Vmu+fns+E5c1rb50++YlPnr7yla+evphVmo989KNZ8blxeu7559N+95zeeOP107e/9e3TN77x96df5GbiD3/o/quJ7FxKdALKn8zPbhwxnEnNHZlMZUsPyL6YY4AYZLthBdIZQP7xm7gwN4s9wS8fhjQrNXOVIJOauSIQ4Kz0ZsyzemZc+CDSbU1s2gnaOKtBlzlt+OLaeXZj0e88cKUD3ztN5ZW+Hbnwyt1lKlc/vPKt8JVZGWTbJJ1awrvLKs+uY4cVfgnrjlGZxau3TCddOy0/y9O8Ona7lBuTlktfuHp16W+WIzup2fWiV7dJzat3dnirKwdNaeFtOmr1FFcZ9bF18svX2BdmlENnQOgAcUmDl702aeiP9lcuHJ26TSq88uBbhi+dvPbJJbylx7NotRsdJorxaWQM+eDR4CtvZVXP6ECeHXyyOaNTXjGtPvTdYuVVOaVD5+JfMpa9IzA/dF/xBsXe0o3+wz8+VV958dV2er3oax20l33w0pX8lCuzvHMWGh3acsVqxbY81UtOeaecn7vYNhO+8yQJTmpcV23xLplz/jsD9NxbEQJypebKaNuOw6fjJTnD3PcPPPC1rfkQ52fJxLvapZdfL3lGxxavS7nFgzcmYC1X7yUfvIS2qTIKLy8a5XObLo7yFld89c9JhIlN9n/6qhO9VHrlypLv225D6cFKX1lkSOropMqpXqu8cJdjzk5fPjz4m1dfczw7X48BJnK1eacht3Yop2cbUqNj2Wn/uPSl9oMrVy45Lg15iMFl96jMRCbxzRH6jney72XS4BHs++/PpSD9K6s1xpnXXnnx9EzupfnR979zevaZp08vvvji6SMf+ejpK//8q7mf5vN56d3vzkTU/TPP/sPPTz/4wQ9C89J8F+pXv/rV6VeZ1FzPZaaPPPrIfNjzWr4XNd9wim3XY4v3z5jQ+NMEWsHE7Hout7rMeFcujfkyuLjcQBcCl6VcZmLjHTPGiEN4Z2kndr+TS1Ep853fc6Karvvu3Dz8TzixaYM03xupnaYN3jqaafwtL3/hc91Wr0ja6St/p1feO2HpwZvKt9fBuoFXZu1Ur+xLfvTo9oNzZe05OvXGYNdROjSSevH8Ud8vyVTOpSw85W++w5Qrl4zStLzq0e8v+H1jR/WBV25lJGpz/G2kq6f53o5g3erfGJMfcAm8NNUnv0ylL7w0HYBqM3lNpbnMS4sOjuzSFNZ69arvsguvLnUu3eGGlzm4kb3kl+YsQ8xBj3ZMO1zZkH07kqZt8jNpyT7HsrqXjajPdEdxsvrJ7pZHVkZFcyjXwOnQD6qDzPOlqGVA8YeWg9YlrveeAJBRPeR0W/au/j3aOH8YLVOdb9EkH5sC62oH3f5d4uPp6JhYpxw/9LcVB3KWH4Tf7cbHODkDM3j23dLxY9m0cuVutXkuF9TGA9/2n1U5QpLGldCtM+0FACscz6Xe2kln9bW8ZEbAiFp5bSusPLscNHuitzB05W1eXOnkbTtlBxw09i/8YNcT6xn/IgSu9MVXFjiYHJ1yc+VbbfDd2FjZO1/xhfUemerDJ5Wu9qjXlpbR1Q50NvWmljuelbZwcqQ5MCc3YX93DuSRM537HPPaI6+clskA09/euRGZd4U/Y4gVmVmpFJfA7s9Ky4cfvD/vurl2evmVV/JJgufy1uDHc3/M355+9pMfn37/93739Mefz2Tmdz55+synHzt9+KGHTs/+/NnTz376VN4s/GpWcl7I24b/4fTCCy/MZxBuGgOySjL3Fsbet7MK5zHttHYu+2ZSoz4T2NCN3SyKrfl1GUk/uD9f5o6AQMQuk5TUZwVGu1udIU1s49tMbLIPuz+Rv6LnsfS7MnszOVrjpmi8/3TbKzZUt4Gag7UB93IbsHTNdaTStVOh3WfIpUWn3M6pXNgU8lM98iblXXbhl3LVy1c51bHzwO0H0p32H6Mvf+XXnursDqwOh6403WF32dVJLnjlqMOVp3TNGzv1OfQmTOW/zCtLvqexL53WI4XVSy549e5lumxNxanv8OJrh7py09xseNTxVTe8+u5b7UBDX/Pqgy9fdRRX+uLl5Zfb8FcHvKReN9/JDk7eOqCyLwRxhfkOtJEwPCtfsQHlbaI1S7UY4tViVLY8nfrgI3BEHvbMysDIPfeF+kNR7eabBGdzdsXGsW+WvxccjUEa30Imu+kUcjBjgxIbm4Y2lSvZI3f5Vhxa33wTiPHg6ISznB1cev7ww+PBjY7XBlO2DiSIwYY/42QwoXD6KpU31bHF/rROIwdd+8Z/Osb5Qc3PtH94lq708eLlDgTRqaXYxZzZwjlWBm+FxyC+fNb/jjgeKnqQpHfvh7sdexnb3ifV4W10NLatk1n6ytnp8EuF7TSVUTxZtbEyvfrfnXDusZGu4IcttQffrqN68JSm+OZw6Gz4a0/xe155nVTMZCt8TeWV32pjt7Tbv/OWf9fZMpxUGyt/LjGJQ3CzXzlzOFJp5HTKyZMmV9bFrHanP6fbpK8l0jlvMApY4fQI94svPJ/vM/3q9MwzPzv9+MknTs8+/XQe6X7p9AePffb0xS9+8fTbefHdi5m4fCcrOG+9+fZMZtxM/Mqrr55ezbtpnIbclyefPP30eh79viMTGJOKt9586/Ta6697ZCm23czE59pMbKYdY4z9i03vxE73/lh8ucMNw+GNhEx412TnntwIDD6rNXzIFobwZuXHSVSoe+xw79/cdExOtruO1Z0Qve902xMbDrdzsELjtNHAf6PRD3wbdG9UtBKcbYI5AVwDxE5bPfKWq3eE5Kdw9b3c+g5TttWX2gBW+inkp3w7bXGlrd/qZDXtZbDqrT6wxmG3p3TypsoqrnX4ymvOVttOg49lzeEr61LHb/DxyZlzBnAJfuQc+Q5TrtzSlXavg5VW3viWF8yZQFP9qQxwsPab8lUuusosj1wqD3zp5Xs7FneJL5yc8nAFvPLhDAgr3qlM3I62VB47VnugUl28y76+2yaHmMDzO/THQS2CSfK0GP27ztYN+Oxpzh50Iyd5OOdEQr1/ePlBd7SGYskeHwOJgJG56Nb+U33kO2OjU2osmtM93hv082+iQKRKaegezRlMQz5tsZ5gC3wG2BBMe+GLbXMQJGTFA3TSxJcwcs799AodGJ0OjmfdGQvEM38OMvTjtQWUjpgsBqKv/4ND5++Q2XiUpjpb774OXvlkNngtIWAAAEAASURBVKG7TIWVXl4Y2tblTfD17Vby9ycRd5u6X+Anr/XqGV9TMVGr3OqtHHW46lfvVrnl3e3Fbyv/7mNlybWbvib3ZGT1Vjb+WyX4bj1JRYe+esmEQ0dX7axthaFDc6nbBFd/KV/l13/12gCmrAe5/0Xfc5knzIHpi9Idp1/96vms0Hzv9MxTPz39/BfPnp5+6qnTQx9+8PQXf/4vTv/iz/789GDe3vvMM8+cvv/4D04/+NEPcu+NtZd02djopXgPPvzQ6ZWXX5kbhcfujB8+iEn321mp8TI+D19awXk7E5ubmYjcf28+fDlxXDbyx6RmVmyy8+brUrmB+O3TG6+/ER5vTb5r7Pit33okPrgXh+UCYYsvmmR8tV+b0Kwnw8SPLXlQPdv7T7c1sWHEaojVOHuH4HgbjHnq8FI7gdzWpAMVh1cnLV4dvh2CPDsTOJraUh1kllYZnfpOVxvBLlPp5d2685JTnbUPTmqd7CZ2q9MDr1xfaxNa5eIMNK2D1YY9BmDSrpMOG14JDX6puMpSl9zIqb9JcKVTr77SVqczeddgc8Hsyi80u97qqczKk/egB1ee5tWpXl7mzUFYYXYKUla6lFE+WDj+g+1+FQcvlWevo1e3ibFNO7OvdLut5EysIzJaT9c8ubDFBK79xJMN9nN6JYMYmcbBNWlZOPjdNuWj2WgbzlmuiKz6yU56JTLHpqNcu69iwb+Y0Hr14eGb5BX/IUvYG3jWJrH3sA8/HvIrq76iaYKT1n0n+uoxUGZwdCJnwmIS5QbsJWfRWvGwi42+eXpildnFDnq9/mHO+LIkrkPTzyZnufRE29CRu+jfO6Y0NuyjxysEpBvZP9blJW0xyPws++ynnhIxwMPRL4ld+0njIW+85PS1jkd9byvlZf/ap/F3Xy89WFN9quz6Uz3Foy9N7eRH7SteDla+yit+esHR72prdZHP1urBA4dO3j5a+upWl3a/1MkBw8/m2qUuVVfHldLgk8i1lR+8MisLnTJ46duHiyu+/PSQWZ6hj0r7ylkf/NnGymRry+RK5OB2j809uTxzLfebzMTivrxoL993+nVWYb71jW/kq9jfmlUb75H5/U/+3unLX/1ybhD+8unjn/ideW/N3+ay1N99/e9zSevd00c/+rH01lyqzaTl9bysz1e/50mrqHKzryef5gmn7D9jeWy4lq95z03BWZUxKN3I/vnAPR8a/CtZ0ZkVV15mQvJOnmJ6KZMtE50XX3LfztuZ1Hw4kyT31uQ1C3lU/J70hdyOl30qx7UMONdzecv+fk9eBugE4v77Mh4miYOXVP6TTmxWI4w989PGlutoGlYqvOUdDqZeWco2naX5ToMOvLDm5Wt974BwtWHX03J59jqYBMaWdt7uQODk6tjNwSrjsrzbA7fLKY4c8OL2GMAVL5cK23UVPgTbT+2vfaVbMhYhO3bZoPgkcLzVOY8lsslf8tKhrY7Sti6nQ6pvldkcvv7v/OPxoc+ROKJ+Q4+2qA65tMeWvMIHmZ/Cqqt2waPtBl7eXaaBqT6VZ+7JiJsOFpECHD0rjlO5xc9ux9K19Mfkw4azrfFq4tdJQW2XS3udLHEpfArbDw4Hba89l2bF5ogd+Grns0w0Sz5/tGf9O++z1b/HDKyxVDZRSVdPWn2ul2oMeok0LZChW+XyuBZPTuUN0fyc+yZZTaNTnxud5zaE39tx7zs7r/KNHByIOL+8EC+7+M/GtQ8Iv3jxu/cH1efK3PP60TGET8qdZKizsf0LPdn1Xd6tssivL8rFK5NTXvRNlVtY4wIPRl7Lzd0vEeTEtTKLw7PrVa4fhZemOpvvMlouT33fxwc08PW5PlYfuZVdHPomMqX6WNzOp4wOv3SJAy/N2Krvph+baL+TSTFYadAp0+e+oMoqP7jJ8b1ZtYB/IN9o+tCHfD371bw5+PHTt7/9zVmpeSaXnu4P/Etf+MLpz7NK87k//FwmB/fna9nfPP3VX3/t9F//29fme02PPvrR2ZNez0rKepzaS/vSP6On+8m8Dy77IZvHLo9z2z/TvFZe0BrnrmUykgEikyALEPEjq0ri8uYbmdi8nMtb4Xn7WnzO5eo38sXu6+++kndH3Xe686F8/yk+exrr2rWssLn3MCHy7qo77nO5yjHPio2T/vceSybg7+PntlZs2ijTmGk8dUkuQHsnqW3l0bjwrbfx23krB7507RyXOHj6KksugUutK4MVri613nyHKbOpBzCzbPLq3y5buTaiVy+ejNYvfS9N8dXZWIDbmcsn3xO6wi59wAu2wwur/Bg2h5LqR1ucvAleGtjBM3tNwly60pRHTh77aqPYtb12utrF1/Jd2V4fostBZbcVLf2VWX2lobftNYK3H7RS9ZBTGHhltD3rA7jUunJpBXOeZLCcnAOd6K77LbTj4ltnPOd9ZvH7lXoARiv+cj4vHcrnLkBG0GkIL9kaysO2gR7+Kdc+No/d6A68Mzspe9HQNcZL19pXxcXA4wC/YnRp/+IdQfnpAah9A7xxXisgJilLNnvg2FiaRPeA6e/aiV42t87bBW8MuHNzzjL56/H/5H7Srm5KbAzkbTv62Nh6hA6dnPS1VM4WEHz0SnI+i+fZbnQRF9hZzpBvP3Q2saXJ+NLEntrbmDQHr4yWS9tYVs5OV1hp1ctf3CV9bULX/cM9FvYp72Jqgm8qrXrly7vtfQJNdd6qDNcNf9tph5FX3J4rS4WVRw5Wf9SVdzmNf2nll6nyi5PPNh1gjXvFVb7ceALedwSVj07dyzBxPZMiK4HPP/fi6Ykf/vD0d3/7tdOTuZ/mtddfO33q079/+kImNZ//4z/ODcKfGTmedvov//dfnf7u7/4uX87+9enjv/3b8+FKl5NcW4q4aTMv07Mf1x1jU84XMtHoTeGJpZ5v38yfCcsdWUG9dmfkiFlWWHRT+/fNrMq8mUtXr+bzC3OpKnbbH9j9thWmnNxZeXJZ692s7Fh9wusS3U3vq8kkjo45vgW2JjarzS5jfTv18970P8CtUTVIOxpWdfA2ONityuikS/ryXsLR7nLgK2PvjOVDz67WSyu/LJcGT9NOoxP2oFk8nRrD1g5Ln7rEVjKmowa+p/q459WHjrzaRB66dfbv7HGtEOz0dKBpHOB2vDIcuqbSgEfDzMzJkIrjswReefUnLRzC2Jm/ptLsdbBdLxxY7VGuXnnL4Lfa6AWvz+SRJTVWU8kPuqa9fAnb9VR/bSG7k6Li9ja+9G3VV1ScrQkPPpbMZOeIl5sK6e0ujMINxRiGfmxfNOytPfWjtsDV/vSC0I2ENM3qQ8WVvzk7JzrsIIMgcSRgrFr9ePwZJIKFHtOO8uKsF8sWPNUzPo7Mhas9+0RgbI4OPHj18VsldNpjbsg8ZC7eZSAc2zyhVf0ZBXJGuPDjSwTXpkX/mzh4OMIM1nfnvi6wACL3bFl1z75wwNHpL/jZIIHRvWSscWnkB1eb0CmbRHS/U9/58Nh22NnPc/zIkqoDTXlrg7z2oS38sqxOH9ryaB+bFYX78p2fXQ76PeHZZcOVvn6oF7b7B1bePUdT+vKSJcHdSid4U3nUuy+LO77StVzfwauj/Lue2kPewH02IPan813ZQ4ZN+6KbDz5GZ/sL+bOZSAR+yoH/179+KY9mf+/0N3/ztUxWfpFLPA+cvvTZL5y+/OWvnL7y1a/ON5asKP7kyZ+c/sv/9V9OX89lKu/s+u2PfWw+cPnGa6+f3s4k475c+na797ykMPLXTfErvkJzw+rJ7Appa/e8GGfz924eAUdrf50JTlxC5mZhb3LPzCb69PcgXAIOPFxpn/T3+PlGbkZ+MxOr+/LywPWyv5zcRdFaiTWZCm/kT7xzPLFq1JO/ttf7yW9rYnPZsJf1GtSOoK68NyQYvnaM0rQTNa9seTtfeYoDB8Mjr9ziL3O6pPKt2vrdeUF2XaXjR/UURlb1lEdeuku55ZPXju4cYNPRj51WHa6y0Eu7v5VRPfDV/4/loUA2qbbLpeorLzh97rGZx3J1dDvKEfvS4QXb5VUmXOnkrU8hP5c8rTuAlA9MuTlegxPYrhcczZ5P5YBXBpiy1HiqKxvEq0c8xv/IrB48aK9kiUlUvpOl6IFbYbDPZ3BwkDQyVF5Db59GY4FmVncS09pNX+NL17qsddY3lz+4GL1EaA9K8HdfE5tLv+BvOksKtUH4Zs6srmIcW+esKjTztV54E1mik9g45o6u1Q6Nxx6L0UHPvqVfmMTtgw58064HvHEdGkqjuS/o4/RwarrYyO+Z+KTkLFHM4Q3a3a/Iqa3iIy7i0xjDLxq636sfvP5F7BVPy+Qt+0cr8JX9LVdP5ajbmupv6/LaXB4w5cu0y6kfu7zCdnmFVbZ6y3IHytbh+Dh+inXs9tju9L3EUarsjh3qO1yZvMtUvXKbdpHKj0eZTri9P5cHrvSVXx71S57KZKvEr11GZQ1d8LvV9QG9cu1FZD9yOXL2k9hKTunX95PezeUl96qs1xTgvS+Xnei/lnhfe/ONrNI8PpOaJ3/8RC71vHD61O9/6vSl3EfjUe5HH30033y67/TTnz2btwb/OC/Y+8bpr/6fv5r7XR7OzcHexOw+FpMRN+a+/Waebkpf9je7LCOzb9g55vMfGeP6lmH23cyqjntn3Ec53pi04MlGnpUW+9b14K0IJQKZsLjResX/Tu+1mQc91oSIlPuygn1Xnpa60wv9stJjP55jxxGbWUWKQX3SLgTvO+1jzH+3sL2xNFDrcrN5udRGbweogtK3wVsv/jKH7wbXjoSf7CZ1TRDFV/TtrM13XcqXqTA5Pd1qq3p3gtF36AKz4etASnblKe+27vDq2mGVXbsvB4tL2Xgv+dVrC3nFT/xSn56eENgJmwaXirw+41Me+8PWAx94t9pbHnlx9UG9A8klXfWjkegvv1adA3A6f+U2r53la4zVS0Ne8cqFy1sG3xM4W7WpcvXo39IMAoeO8q2DafjigolDIjC8i98AmoODwVlsyqTgIJoD/tXE5ujTvdQhnzYKLVlSY3OniUZAwCMzNsGxVyz40Fgun8R1nTG5UTeaj8sKicUx4CFAo51Hn7MxgCixdJ1nRFMXl9VGbV962t9IXhOts61BasnYk8HPgDl6xOjYzw55u73Lz5COj6u9ZtXniMFEI+v3M8mbwTz+mMxF08Qsr36fT1gcunZb+bZPbESQm2jouMOEOQP2nePvij24OMw7dQQ9KXv+GOhAzy+Toqif+C1Z8TW0DiRtD7q7AkKG/rSPIbVTLonDtMWqTFuv2Jzh8OVTJk8syzdtONLWz16vrKLxtK8rd2P/XTpB+o74BnPVv/BWV+UUJs5S9ex0YOys7a2XdxgP3vpzyV8a8NJ0391hpbvMy1P7moO3XwyPJk/z1sbS0aG/24f4YUUCzCZN3BI7bQ5vJd6EpvAX8mK95/7hmdOPfvD46fHvfuf0s6d+Evy9py/+6RdPf/Gv/uXpC1/6Qj558Ojp5Ty2/fNf/vL0X7/2N6e/+quvnZ599hen1/NY96OPfDiy7sm9LLnHJRMbL87zLaq3ckPv2jesGK2JmJUZthqLtOHdqd+T/sfX67kXZn2Cwn50bvf6YoGG/fqGp6BGZnyO5zPJcbakPO+zyX0285RX9ode8p5gmGElrB77do9NfmffSMg+sHRbExuOCYJNmdPylse6BECnl1bnWLPivT7Iix8dRbrKD/ntQFE2+MoEp7c7Dnw7U3lulaMBl0rfcv0gk57qgG+9A1Rp0fQMv/rQNjaFVYd8T50QosNX+WjoAJcqB0yqPdUzwPxUDnz5d5412EduOtn8Rf7OQ79U3uq3U4dr/uBmB9bSR9ybD98iHhs7yIhpfSgtPS3L4eVSY5g9cOqXvOjo2jeE5UdPRlP5C9/jA0aOVDvUq6Nt9EpejvXcc8/N4IQHfuj5q89nQGlMK2f8CG4OBodvoyg/leHMaQahmXAYHjJA5EDpRr53cqbjPRmSyCity05iFNpRvWK35C25yrZQhQ6tSYpr/WlFg4ub90wDHMjzN4PdnH05WK845Ag9uDipOL45K+UG2WIkn0EqSrT1MIcriPi8YsQK7YjOS7kWevk5k8KjL87EZXQvXQbLeWV7nFyTra09Y82aYKUPmIRG//gU4/RNMTLIjW49NzMkttb2FZv4FwA54Of2XLHiTw9a7Y9XNJE1BysHjQTHk2Q3fOHYQT/Clq4lXxl/D2bk4nWQQ/vxj3/89NDDD48faG0zOYvx+K5gRx+duMc3E+W1X53phLq27rzgElmcXX3oaJ9D5+Dz08vgaOuvnDxvntXHtYcELqHtOFha9JJ6+8oADljLeMVEfHadxXc8ri6yqgtu3QdGzxp37ReVNzxsPHzEa4Nnn23uyQpeHzXK6TTsiMTIXPb3BIS8kUleKMiR5HiuZIZu9Y/0zRCa2n8oqypuhjeevJVPGzyfzxx8/etfP30332x6Je+c8YXuP849NF/OV7j/6PN/NKs02vj7j3//9LWv/dfTE7n89MtfPp83Cf9y9teHHnkkqyTeJZOVovRDL9p7J5eC7Gc+aJyeMPsCf6ctDpu9JiJezz6t9Wy+tM0HT135KK54daKeiKW+Jj4mPxyfG+zz8sC7oidHmpHhsxD24fvyRNe9+dDojXxp3NuN74kP842x8N2d8p2JgQ8q3xF/3btlteiDSrc1sTHD03i+gLp3wHsSSGcvqzOsSE0HiLvNZ0cN6opm8wRN5V3h0+Fcs/MWxIlagmLQMFPUYfDcc3TqG5mt6mbVRfR8ufrQAS4NXmAjux1cDg7WHYsN4LVp521HxgNfmg5S6qUhc+14a2eqHeWTo5FX3+wM0b3rLA5dU3lqd30r3KPzbOITmu54VzZkb5tB+/CdXLQdMPCgpVuS38ne0GhvZ6ler66TzwAb2NClsdgwturIoZuDZ2RJ1U9eZdNbHHxjUvlgI2+oVh9C0wlHeWqzOlz7yQ6vbXASGypbLmZiB06OZfmHc9D5xS9+cfoP/+E/nP7Tf/o/U3/oqo2Hd8YB/qVfGcXyv9usbGvCc67H3/Ccv1SPdh0QrI6QuW7eBY/gI74J6vngNDtIpY/6iSGN0xdTiJbUjnZJ3eDlfpJD5OAsj1xNwLiR/S2WRm/op5+CgcjzIx+Z/KUjf6ETQ3pNhjxWCoePvGX/sc85EIVIPxyh+TFxan3pXDavA+nyf7SyvfojtjayaXRErwF8xZmM3Y8lswfCZR8ZJEZ68lBQM3axfVbbBlTec59cdhwxxUk31six8UM/uj9n6tMnUzcugH3i4584/ft//7+f/qd//a9zlp33iXjkHF8EmNTNF91Dy1lfotcv5WQy8N1Mpihj7+gje1aP1r6rDax6LX9WoFbk/A7j8IvvyIxutiUbXXO5wD7ij1MStqvKAtmHbd2nu191P2ocpv9EeOET2yMe5SnN8jF9OPeDeAw6Jk18tFuGlcQmY4jvJ4lXZMwbbEOkbxunfKJAf3YDq/7YeztE7t6sKvBpxsXIkSrHvXIg9M83nOKvsra54UQjSOOfy6MzQcQfG+7KJMNX5Z2MCFbUn+4JXZ+YMxZey+UonzT48U+ePD2Rzxw88cSPTi+99OLpD//ws6c/+dPPn/7gD/7g9Lv5HMIjmbT4vtPjmdR8K9+CeupnPzv95KdPn157NZezouP++z80/sWy07VMDK7nCST+eXJJ/70Wm6yWTPvF/innWCq2s38lbp/69D87fepTn4rMlyeOcTHicgJy7/G0Ej8CtIJzLd+guicx+3Den+Mlf3fe8YbRLrcFgTvGZCKXMffDeXLr/sTJK0XefOvNRDixiYwbGcvuuzuXywK/J4+DX8/j5ToSvJubP6h0WxMbyjW+4EgaldE6ZDvldI7pgovWgODsMx7MNoE9+Cur8kYmXP51Cqmde2Cbbp0czuSnOkcOxIEbeHiarmQdADZLtWnkRb/OjlcCU65/u63we10ZXfnx7uXSV7a8ugu7lIenCY2tdu685UdbW+UGKQm+tswZ7iEHjhy45tVR38HB5BGeHWvt1Hj3hMY2STOWLweu6wagIIofWUddubSVwfZQh/4sB658paerPMr4Wi892vqCpr4qS+iat2yQxmOCJLlk8NnPfvb0b/7N/3x1EyC4A8KsqIxtyrF5OvuSWTvbZngKQ2kgSSeeMy62Vy8adblUX/ZciAyyI+c8QxkectDyVar/5N3MzbbrbanRv8y8smnwsZ/M9+o64mr52JEy+tDUTrR0OHD/9Kc/zYD9xOnP//zPM0j/XiY3eUfG2DemDM8qnf0ihww+tw3Jk+Ak+N2mAebnPXg2Mc9kKd/aCQOK0Cz+yuy+UJlkjRz02fb41LbqaR3Pks0ug/S5zUpT+erug3gr3+QB059ee+21mTR/9NGPrElYDg71D/2MrzSknEN57BqFh04xWfogxk3omTyuMRkfmtnE9ajPxCDrWTDhHLn0Sn47PowNM3k4j5NDdPGDV1zHzq3Nlv5FPLL4EXzbAMz+pX6lv3YkB5uTIm+/PhKYm03f9dr+GMulpZ+X+QMYWJ4yOk7AO6G2Wm3sWvpXfMX4qr/RYRU06uzDa+WPMDEhG218zT5PNz2Ob+/yKTB96kYmD/flXhMTLt9AWg/0ZbIQmhs5mD+dl+z99V//dZ5k+pt8A+rV0yc//jt5yd5XT1/9F189PfbYY/OSO/fifC8ftfzOd76be2mymvNK3h6cS1FepMc98h9I/7k3E+XX8lj3dWN3+rtLsXP/U0zrGCceVpusyLYNGG6S9WBuMH7g/vTDVyM0yXfg7s6k495czkLvKw9iNb5n4SItfHowffgjH/mt9N1XE4PoDOzN9OOQnT6Uzz48lM3Emv+MFaZEzc9M1E1A78zEZx3ftUFiNhPLcxuPMbf5c1sTm3a+dsQGSt5Awq2OE7/i+JyMBXZXgiv442SMnoCnU1QGP6YjHzCNsSZFa5UIfoKcgDtYl6+2wIM1zQHnqO+6atvaGY7ZU5jU0fFDKk8PLvUd7pIGrrB9YCZDvQeryqpstpRGrt6NHql2wtsKqz07P1xpdp3g1S03uxaf6m/b7Ssg5NBR/fLKJsMm7XboxeqDN8DG3HfVU7bkqD3pRFM+MsDYUJnNDWrOTuntVp1oOmkrTk6uvHrQKUulaxl8xxcuJ9smJlZwPNHwb//tvz39u3/370ZOfRjZ9l4+5TLLHBBndybl3I/Q0b/DrmKQnfvK5yNGtbUrS/iqs3xzr8zh8wi++uH/mtiQS1YnOspzFutR6FvYWfpd1/Ac7e0+GXV4eTd1OrTjf/7P//n0f/zH/3j6X/+3/+X0F3/xF/lezcuJ5XHwOvjCeMVbecyn30ZeY1Y8mHSZFz/I/ERyjk/RZ8zZbN1lslO925k3/FFjm7nYUnklp7orF1/L2soqm3pT6eX60Jtvvjn+PfChB3JAeW36mAMV3saP/1Jtk7Mngrf4iFFgsy8vI4cuNJ2Mt3+zpxYt01JzucF4bD9NsX2httcn++DEcpQtX69wgdEpla827HDl9uPi2aYNpOZgNjSlY5eVEnAJfCUerZNmqxJrZeK9fSrA8euK95Cvzp49zuyfGCXXDlbCen/ITF4Sp2tvrxtuXfK8EZ1sq9+xQC2XXdiYSUCO03fncotj3uu5hP3k00/nUtITp1/8PB+kzCrM63l66Q8/94env/zX/yrvpPmj08N5Yy+9zz77bL7U/YOcHGSF5ic/Pj2Vtwzfe+/9idG6P+eePJU2l3PjPdhbWfVjA172iE/9OgK12ji2rdihCW8uPb2ZSfYbb7yRWKzJpcupLhGxXWxv5ptrgjITmDtzg3E6oUtpH/nII6df5iOar+VdOy45vXPj7dN9H3rw9HtZaXowbzq2juHdOeK2VkXXcVXMe0+PsdXkxgRqtf8/4cSGAXvHa+cT2Ha44sEmwIKepWnweWokAdsTOht8eSqX57P/HTs6vtI3ryz18ilbQiy9HK54nWCHXXaEykKj3Ly+iUNpyAQvTevwOy8d+KqrPMN4i5/K32U0RvVD3o1cZan42rDn6CzDlqb0s2OEHx59fVUurXwvlwZskv3goC+d+uwch12L8NyO6miqV71yRR7uckNTWG0Caxmu9SkcuJ2nOprv+vFoKzsf/FxGyJmK15Ob5Fz5e8hFP2fBBgJHQ/EYG7b2mRtRxyPhmL1gyQlNBsXdZrY0tVyd6OpnbW4djzLVhaGvDPjy+NgezU2V60DnjH1uxI3v5ODxtV9D/yy+hga9LQTjK//VXdt3YP15Pro3N9VGhrp3zNC37Fu8LrOQPe+NieA58aE/MLQ3cze2ewfWfT2Ll77xLYbP5C0H3tq+bBLbJb8nN2Nn6OsLn0dHZSXfZRin1srbb8ZnngwM/5XMq3LilLPUZUPaaFlxxMZSfi6XHxMJfcuZvQO2uN7IAaO2sUtSb9+cen56KaXxWRP/qAgObXWTL7VOloSmyaQvSlq98gdgp+u4UFkOTsqSnGxby4WXprjKbB2dsn1spwUrzWqj2HOs2KADk5en5cIrV1C0f+WBl0bOHjhlmzSy0t8K5+ucjDkI589+YdOOOZWdVbQJaXQ5oclv/iLvWsbPTOQ9SPBy3sz7RG4M/vo3/j5PPH0/qxl3nx566MOnf/kXf376s3/+ldMn8uZgXOieevqZrOT8bd4y/P2ZcLDx/vsfSPnNiZNLvGa4zGWbPTJGX/lY/658OeLUGIHzTR9+Oy/Uey2TK6uGxrT7Mr498ICntK6lb0byjAPHsSBLWOuY6RJ/vg6QVa3f+q0H85RXTlhSfjSTso9+9COn38n3qq7nyapZBUucrJCtF4FqDNqXfjbUJj3QifYHlW5rxUYABLsbAyVGgknNldtpfHtltcHqkHUKzZ52uLIdV5drg8nJL516bSBn4IGlOUZs6eT4SmvH33ENNKbSyAvfYWh2H0sHLpWn8sHY2bzlAeTnkn/na7n61Xf55d3hjU/pqq8y6EUP3jiA4evjh+UBl9BLjWH17fpLI7ehJWdk6eCpS+UBv5Sz48dedh7y4Cq7eQfw+lbZ1S+nB7w8cnU7aunGxsiXg7OdbINHV21MbvA1BrW/OoKca97RFEnpO+m7Ac0g6KwaFO2BTnnFIqSReZQ3H1McXWtAWbx0Ny1b6sPaD8Fs9JRv5wHvlr2opiyRwZEy8zKlDN5jbIprzF54g/rIOPKFDE0GuEQuA51Xqt+bN6hakr4rj53mZkZr+6E3aap9VzLooUDOhqNKd/XSuYxjqnLGhdBG4awmkDXBPuyfg0xg576zbMZNP2EybCNPltTYWHof/ETojANce/KKMUlOoJZ6fW2NK+T7+J9Ume67mQnj9LvcV5AnS5z9mtyAz/1kBMam9rH20fFvkzVy86NX1YW9D7eMrn1iz8dvMZ2gnm0sDX2VocwOdftE4WTD7Tzta+C2psqAx18c3vZTcHW40tC3fFxRhwOT2y71gdWeOXZMO5732eLYpYy/cuicG+i1Z67B3JhLT5EXmpDimH48E3+6c6/I3IuVyYsw6jPuRfH+lnSKeaneEz/74XwK4Ud52d6zzz4zk4I//ZM/PX3hT/8kj3D/cVY+Pnp6IQ8jPPnTJzOpeTb33jyXzyM8NR+zHI1ZOvHiO5OJ2e8i3zh6ZXuITHYa6catfjZOZNXPwcVgE6YHHnAzc+7XSf6hrCC69+W1195eJyKGGpPfbJ508pQTR63wuDn483/0B6dHHsq7ctKv77v/vrxx+N7g017p97PSlX2BrcaA7G3z58bjTjZDPPuniWP7ANj7Tbc1sREcHcvWTlVDGAcmcE0riBxIp8317rlmHDw5DX5pwZoqw24LvDcYGvXS7DxkkDJhNCkKXVP1ydcZ5MIXXv3t7Du8fu008P89Cc9uR+O284vdvsPWv+pDu9sAbqssdlQHeGWDlQ6sW8+6iq989crEp15Z6k3lQwu+b4WVtjoNEFLl8bky5bWh+cgMfe8zGObjpzIas9ahlfF2Z6lPI+/w4dL+9+gMDR/QkG/HJ6uTnManfrIP//Iv8R4bDkOV0w/jhVLolI44Ah9dyDI6ebsfwU4qnP1N6MmyRFzZ66xn6Rh7gufDokMrLiQcSjMraGnkBjl84eHvpS2NJ7j7DMbTyBuewOTzNEVsMhCvSbJXqr8deTSd7R99+alv1SWvn4WVBk9x5W87qo9+MZx4xx7AjDtnvUv/WYZ4g60oFD6QyIgp701BgNnWPRttycpd+9rSt9qHzOxF0w735hFebYTffQz6lrlF5jY5kHa6RAEdK567AWQVfs7Z0v1vjcn140wTgUniKJ2ttu/W5qWzvO37ZAxPdIA5sbU/kFV7drwyntpUXHMy9ja7sinyJbjmIyMBmntUEqtLW4YwP9XX+lUekeTB71vxHTtq61Uel2uHg/LYOAd4E5f0mcxXJ24imQl7vE09PFl9tBJigvryi6+enn76Z3k0+7/lxt9vEJgn3z5x+tznPnf60he/cPrYb39s7lHxGYQf5l6aJ3/y49PzL7wUZ9YDLB9++JGZ0LivxqXLh1Nn37qss9rRJOF6Pmcw96wcbcu36VfRx+76XX/IGH/io8uiv/XIw1l5eTgv1cvXvZP6ZFQMmQkItyUro2t1MZf/4+NDWbn+xCc+fvrk73xsvjBubLyRS09v5N4gx1bxYasTmjsjZGw/9jMxmgl9Vq7mNoPYuTxaut7v721NbPoOD4Fi7N5xWm5A4SWxMdt8t0vxhW877zh+7ETDdPzM7G4HHOU2GF3VB0XObBvP3qgFa3wy9lSZ8mn8IHca5e4Mdm7pSl/0lr+x2XHKxe+yd3h1NSfHVnq0TeWDq77ygSnrbDuu8JETUb1MgLay5d2qn87ygkmNQ3XiaUzRlH6I8zOWX8QALzq8nWiCOYCCk1d91UPeZbn2ytG3jr+psPKLjUTX5UCNtrC1k664g6HvqiW6SbHV02I6+tqhG0/9a21szv/gE+EZNGayP7s0u5es3e/6SSddu2/qN/JhO2nJdhZ7HsjArmc5uTxaoHG1T3naxiWe6hhB+SGXDWxTtqFpbtKwDs6GIvjFuWDOctcqhO/cZDSfASzcM2Bakq5MuUTXPNKe9qgO+azGHH0NzYpteNb/1WS3/rERHd5FL9hRkDpYN21AmPqcXQaAt3EAH1k5gM2sYyZJeMJ1DNCdDETqkjttt9pwnsY57B1bTayc0EWdyYxVP764pJlp87TPdZOa4H1yg321hW97Gr/YsdmMfm+r9nm048eRk0Pe2qI3Bt2XDxw6+BTe+ImB8q5fnWybFYLS1lY89o/Kag5fefYlqfZXB9rSoVWXmwzrG7MLJVropdKr69PssT/XPrxNjlfVV9noWkZXucpDiz//DsCjP/Wbs3qT9tB/pk1XDN346moEm/j/2msvn37w/e/mHpofZGLzVF4NkQ9Fxu8/+7M/O/3lX/7l6ZOf/GT6wFtzWeqvv/ZXud/mlzOekH/vAw/mI7pekpdHwbOa50ZhEw33pOgj7DYRv9sTSfHdk1BuRHfPDT9n5ebwvT42FvKW+Yn/neyr3r1kgvP6G6/lBuVXAtf2VoXMtvE4idEmOlr270xerNC88car2T40b0F++eWXTm9l8sUOTXT9uKrjBuSRk7CJjz5nZVK6JytA7uURsyxIzQc3Y9Xg3u/PbU1sOshSzlgBascBE1AdmME2eLtng9oO3LydVF1qrpywjjzuVg/6vZHagMXjZyO6ef/F0dAj72jc2g1WO1qufrmNXKn2qyvTW53wZHbH7QGkcDudWOh4UmUr776oS5VNfn0pvPYNYX5qnzobbI1JaeT0sAO/cjxLbkddcb9sVzS7bHWy+SHVDjLh9lTc0MWH7Cs5s9ELVl8pbe1Vr67y1gfWGXwNKGP3YS/e2lj99Q0vu+rTlayNtzbgLR49/2oXeW0z9lV+bawMdX/zr0xP88gfPoPDxDuoGTfFI22WZdtFz7/V9uAjMzJqH5hyfW282M7eVV9tNPIwJJV+bJhmyk/kzplUDhx0ijEYOe55WTzj0eyDziLRzMrZnMKl7ziY2w7/+DRykqN+5KFHTp/+Z58+vZrB8sMPPZRBOpfxMiCykx4HDpMkfPqHGzGXMctn58F3ZNBlt7M6uSdU5t6X8O82j70BGC9WcPVv9kTWuDbUKa3U+OyxgVEXT+meO49PKpg8RrfUGyGn4ic2iwN5/uZJnbzC3kFKGnvAY78zffRdhn83k06+8/nmTFCzn4SkNg0/XLb2PXGjq21fWnrgWi8erDxjIzuzzTuHRvZ5rMBTfjyS/aG6W/dUl9SxRBlfeasHX3mLr47m4LWv/HD07nJnAp5O4gC7zvbXPlq5bCFHvforTw5XPfDK2nmnVa69tHuizutC9DmrC465715PWyTWVi7ezISDbK8bMZl3MP/lz39x+s53v3n6Ye6n+eETPxj5LvV86ctfOn0+bw4m/8knn8zj24/nSaevn55+5plpfxOLO3NscBnMwfKtvNX3ejZ1j1V7Wd+6DG4/sO/F/mxzudQzSbFDDCR+NN/9FFPHp/qMPubMatCruYF9xeM0kyxGzCQ7BI4T4k7/O5nUvJ2VWI93v53PKryZNyWboHufjZM98sWrbUiXY8yaGCVPWZ8XsxlXU/ZF8Zs3c/+SGH9A6bYmNu0Q7QSC185Tu+Ck0q5OswYsO6GEZ8/3BrmCh2TkB9DODkeuRE8PtAPID7mX2y67emtj+dDsG/jOp84WdtCvY5BVHvjKlNvg8aBpuXTlkzeGpUMjlaYy5FJ9gK8dhVeG/DLtfNBuAehNmcVVV/n5W72VB9c4lA8OvFvh4uDwYkexpLxuWDz7UH2NHTl4r7bIXBOj8OZvx9NV25Slxn2Xt9ukTHbph+n4AeeX/NKu0oPvstGGgfPvkcmasSgDETy6fX+gcuxKfKacg7x9o/GpH3B4R89Rrn78+v8lTh3OgKLcg2mKJPiZg7Rvv8CXJl4P2sG6KzBiPnaOvPTl/DnQzKSYnKOfkyGJn0HuK1/5yunTn/70nKFey6RGNJb6LfYB8BmvWM0qDSHq029GO8jQEFB7wa5ivJdDMzFk5wyq5wNebdzjx7eRtcUL3dwoPT4t/4dIG0W+2NSOFZuREN+jM8cXfeSM1758Nh6sG1HxzBgWWZxAqxuUZ3QdP2gv4epS852Gb63L6+shbsmaQGZykgN3bUWr7ZrUbVL1yy/l7XjlS3k7feWQi04qHq46wUoz+4wJ8Jhy9JVU0MCRY6utZLYs32nw8HHHK3djQ/nJtDpxZ25evxn9s9oQWIo5KOfpIDfeZz8h7/lfP5/vNv3o9N++9rU8yfTjjMlZcclB/9GPfCSPY987k4evf/3vs5rz+qyKvJg3DXuc+wHvockkidb5gGRuELYa0vdZOfjTpZPoP+x3SUia9+LkJMOKyIrlWoWqb/VFjq/14udpquynL7zwQsaQvHcqqyseKPHuGU9arr6g7+qg656ZHPWycrQ+0hmiebOxTyu45GyscVnsUs/U4yC97LgjujxINI+lWxEb+9uXV38bB9/Hz21PbC47iINrO9C+JAbOIYPvBDfOO0PVSTjcDU5q0Aufenzl7gQo+WrElZcPb1N51cvTnDxleXWVrzD52LrZ9/8Sd6ftnhzlmeCzSlWl0oYQO8a2LECsZjPY015o9zqe9/2ir+l3/W36XX+C/iCemWYMzWZ2hEAYISQkgUAgtEtVKlVp7t8TeZ+TqlZfM13iuibOyX9ERjx7PLFkZGTmG5XJqyzgnbfRtKy8So89jjIXD7wgLqz0Mb+0Ki/eyo/5xSkeGOWO0p8yfHLMCkImN8pbf2INii7Fq0zOy6Pplslv3ut4BWdm6nOtozLT0KaTP6V1Pc3qODHZxwFe32nCwburZNLlK125jjY42kw5GkLhez6Z+em5uGlltYt40uwy/CNrrlgiWY71F+jpuGKdVYYviJFRnHrI+ermcx6RVm0tKa7n2/PKMLc+RqaQZyqXRJNgX5TCf1bL0F56kMhEc+oh8uYs55mU5Mej+XRZHdsyffWfjZKhqPMDP/kR2EIUmuhfyJXXS+nU/+h9f5DNhfdmknN5e+G5Z+ZJKd+KUgcC+Us3JyeyTRkZkphvQ00GP4bEUqkvvKXAOdg0sUAG0rDyq4H3/hzQ8oqD2OAlV5mS/CQvKW6kn8rbUlM5U0+DJ3tuR0TTtBk8Z8IYYcQCLvOelEUuZAJrg6lYmYlD5JMm5y7RyAq7OjRmK35SH2466K+zo/PijF67LaSP7bh0xAaiSA71v8MtjcKP/FMBMVPik/48abDyBLH2KJbfPHHPJ3M/Ly4+dDueNy2eOuXD8R+0eygTnAvOi1cYK38N8vACc7RLYUtDrE49xoyy+r8pla7OZ/UmeRcz4Xg1E4OnfvNkbjv9aPvKV76S1ZifZgOtvhNGbhXlqaO0pLy3Ji/Ve/Hl7eVsuvU+Gt97Op8Nxjdnk73FPRMo76HxkrqxX2T0IrxzOaZ/UF8Ecextbe1xS7vgaymkg5WTow0CPXY96l37zGb1yG+CYxXu1nxoE5xbUcwJTpkJ1ysee59VyPDIqpW8GHL896Zcrdpk7UIgWQl7f59+BYRQe6tjOd1QvG6hnc8K1VooyJRx4N/szw1NbDBlAAPgMYzQe36dtHkzwZkdYAu3xoUvLaDZcMyT5tjHPLzR5qSuDgcm5/IcGp4yjlIZio+HtKM8e95YPnyxQz46LdcoDP6FqdxHPHnOKxNc4Uin8KV7lLV8iyOW5ziG0j3GTZdeaTWe8r2lFBbNwksXtvI2TwxHvsAGzh3FOZ7L0/rGyTWOwGX+P/BH+8FpgNOjKxiWX+XBwbtyqYvSqQzOBfDyCivveC4NtvjVqZM88Efcnosrn1hYtLQJ5ytPvmCAlqdTBCcw3yTJmLRbQ/N4MdgdpvJf39aaj87IwbpBs4qyvgG17KdzXjotOyQXSuirt0xoHPiHXycHOp3J2+WYsl2ekR2PTNBn/0Gutmgzt991gi5aQhMN8XPPPXtCnw7zUr/Ao5+fZYTyGbl2H5Le8yX16stuGWBGvt3f1HPqf5Ux27JtbYKGdCeLc+srIAaLIRv8UJo/kxD4QyLllt0zPs3qD2i2m6eaoj8D2lPlKbD59lUAWBal+QhnhrPxwRCrL44+wRlKiWYCOcwW9ZEVv51SAEeeqYuBY5LaYfklGHW+PuPgbMGM/sNr5fmlW/Fd5a8JMG6LJj8h67LB69vFCd5u6yOtcihPfe+Rhnx01b+2+j+aUKBT2NJSTybgKZkyurYMPD7HgLZQPfDUBuA0X1w5pFtWujPhQzZtEu6anMZGyTqXp4LOZ8XBW5B9wfrRrM58L49w/yBvBXaL6Y/+8A+3D2cy/2S+52R5+pVM8qxIvJJVDe+sYePbb78jfpOhNwQv5504ZDSp0V5cMIA5N/tlslIT/YZ/gNkVEvlMOBb8skdQoge9l561f2O6sQna8ozHlzNuno997777j+Ylmpcuv5zPOzwZ23gtwSuRzaQnE468kuCVvNF4Pp+Qib/4WvaMefPxag9WnDLesrNd1S4OIsZr4UUaEyiTrwvhy542PFutmXfZZMWGLCZFdP19hRua2DBMDSV2LjCawICE5TydYMzkw1si9w6lBm9cekMgP2jJU/k6i1ZIy48xfoIYzuCJGTJ0KlflBlu+0gMvcQilI0a3uMVD08Sm5fQt/wOZE/7wqgMc5+CL47yNsjwmju46HsH5MRQOXmmKHYK4ujsvfvFmtYZ12Tg/YOEc6VVm5aVduJ4faRf+mEdHYa4qdl4tP9KQbmh+42koKS9M88W12zFPGt/qJRbkN68w8gvbvMrcGIzw/4Yfcw59PHoMXn74scnAnO9yBAjz0GX/QUYCkYFbyUWrGWSoHOJ4eODRZT/+vsrze5Bh0TjBDRed1rV5omLVPfrqz6HMPfzqID7l2Xa2Ol2SKhPYS1u3ZwCOUH9Ztlz6K9NhBzGik591TsNJWfkGpvQqy/DcecCsDJNmi/yD5R9DPQycNw/8yDSgu82SV3nXJGjJFqShwcwWDuANPvmTFtAlt1gHPgpRKmNtZUN7QuBW3q51sn1SI1RRyt8eh5YAtrI3JoP0ekHjKczIlbJl72V/NAqvfPE2wK/vVPW8MOiWjjS5G1cH5fLeKJRey8Vtp3gUV9yjsC1fNFa7YI3jpKb4lbe0F86pRFNru/xHPni1ngtdmvioA5/xaZqas3KSibuPPz7zzO+2h3720+3rX/ny9qMf/WD2ibz9HXdlgvBn28c++vHtB/fdl/Hhlrnt9ExeTPlc3hPzXD6D4HMaN2fPDJfR/3qvkYGePPoArG+57bb91s5qS/I8mWUyQN++08ntqqAmL58pyOoPGR1CbSldvenrQGP2wgQ5Z9t73vPu7aMf/Wg+vPnITGzAoO1JLB/UdKxJzv70HjmD6ULzWt4tdC0TuKs51BH/dTFwPq95CJnhrT8YO85FQGokV0H0MX4Kxk727vlkvsmfG5rY1FDHmCHrLNNhRulVWXsjitbgKZDEiF3jq4t2CK2YAJ1WDudHL8YQykdcGsfGsDZVrWVDX6ItXGGPcjetbKTaZRtG1/EqbCdtx4o48miDKb9jXLhlizCgWw75i/5qQC1P6YhygscubJjQxnykL7+4k/YTnKXWitl4UT2FJXPpwa89S3vJdpTzVO5h0Z+9ToonWxq9EXuJflJvytBuXNmP51MegY9lygtT1sfy8m1ZYQtD3yOM8pExmdLXlxevMVzpnpe+1SXp48HWu9qTD7f0pyyyFH/qZVUWsNfTZ8M9FD6sghv7hcaaOA6FEzzgZOQzyMKrnjJOyna61anxnj3RwAZf7Cr0qCMA5/Jvv/3ivOeCP2kj8xRQyn1r6+V8ibj8j/jSwvAdH8/Jzqv5YqGyoSMtsGfzh1YNvpcN0OGnsIMPdpEZHeRVtsIVtfn4SSsnh2P4snFcizpz4ZC6scKUnIHthZ2nQzMKBA4vpSmnN94mqgoTqDfi7TJN5ioZfniShd3XIIwmjFA4+Mvouectea2epQ85GRDZ7/X+hUb1RLN0O9grE+TXTuI1kK0J4pLtdFK0xobT1drSbFx6K55fP8sQ7LPrdj3PtZqxfGOBrwoF5yDHUcamj3Unr0Ha4D63a/eLcf3+87ml6gkg32767ne/tT2UDcKe7PnTj398+2g2B3/sYx/L49Nv3R744Y+GL32fzDtqXs7eGe900h6sfvgAZDbvzIW/SYIVGHb1tJM9N8atq/nS9kzw+QYbJ3bu7e1z4ZHV74osdlTfo31qD+1RvkmN28MmSK9mhcjj5L956sntV7/+1bxDx2sabAp+6cVL4bluk1mlmQ2S+2b+kWPmI5kAWk3dF6rdkhp7e4zbZvnoNO94MnmBm7yzgWd3t/HIcv7i6k+WP536YOviRuIbmtio4BE+zsJYnICgjC3UgPI9ikbggZv7jtE1MPC7bOZFWipllWikGorzwE1lqoBUenDgjQPuaecOoXJIzyNmoYN3YXoVVThGbZCHysBK5b96yDNo9JshYE202EG6MbjiDAy4HCeNJ7KYqTrXwQ3MLkDhyRCUMUWwB2bo7h0Xe4y6oTVC7jDIoDHle0OEh5h9DT4Mx9617XRJKR8YyAmDP8RPB175YEbmPS4s2iMqvimDj+7aO7DoVa/KNo9ODk1UEkJAp6Sc/6BTfoMLgK9jpFpSfuykhgQ5cgjFlwaH5vDeZS9c88AIzo9pdMZnky99DJXhaBP4RIgVlgxBgDa4aIQPGPLMykwsNXQCtG4BpQPRd4DdmdHIuTD0A9vbcUsmPNOxwMlVW05Cc/EZW5Fmx5+14SGEX46k53s5F5b+6DnA02vRWnnQhKnXnceF88HbcVbpXr6uPaZOfQxPZ724bZnseE/G6lzhlGfjympyKD3y7PbspE2eDllbJKcl7Ll4GY0WTbja+sCC2QdstiNzdYNCtvHiZeZRpY/3whfGHomdO+on9a36rfyhFz5uUSG5muLq05Qu/7cPJQOZfg8DIQnlM4Dx9wnskJODj7aE5Cf2ikxeg++8efVNF3mzWr7LDh/PWSUL6dkgnQFn+Tr9Vr/nfGADTOc1mYktZjB0Swm/E0EnXf4RA4c5asNFY9WpyQI+J7YHOTxWOQFZ5jSPT6cdB8MEbtcgsqy2jW9hDbhzEbzTm7aWNH3UD7+Z2x67hOquthr5d75km2DQ1lfnz4bgxx9/fPvOt7+9PZBVmief/NX2jne8bfvcZz+br3Hfu939J3dv73rnO3PL6aXtd089nbEvk5m88C5SR36rHRdmEpC3V64nAOO7btfQyQTDExIXs8+FVS9l0J9xhZ3wz3ElRKzO+YCkkdatH8FkwaoNi9Y3WxfKTbC1h9rg5dxCs+rENy9ePLc9kSe5vvGP39x+mwnY008/M5Me+9KCMf6o2ahrDxqwi1UZCqmPZTO2kp/fJLU3ul+4uFYDx+aR70xk7zuBLuVx9+cyoTI/uOW2fNE+OK8mLzescrz5cEMTm9c5UrRuwyeOMoGjvS6OFeUwh98jjs443ji4KnE2ioEK6JDJzzIj8y3a8MsrtTn5KVpXRwGKuzgZBI14VXioTIWghjiM0yBvvv2RScBqQO3UyBzgyDGvyN5pzMoQ/XOOvtfIaygazkxgkj/3QjWe6MexTrqCLMeNnqPbchCdhvvzwnRyu4BpW2OMZZfYMSCy/Ci7lqXCNTiSUUFCBocZzDTMnKqPNaAqY4elW21Yex7rTfpYT8hOSD4ZOLwGRZb00cODnvk/4ReuTuZAz6vEhcVn2ceV0ZJj2eFUhxD1T1hhjzqQyGJ35WP32BldV0ViR/XqZBwOWDg2ucPvxFRe8cA5V2elA09A06RYfkPTbOxRRrinYbxtbGAQVqQUzoLa6UxB2sYg7rLEGPMX2HWrAuyqv8bXbBiEE5jVvQwBUEN/MKaM7LssKmkmvHAKn/LIUL+m+9zOhZtjwq7XyEj4nNduS3wXMy9n1eb2dOq3zdUgO9uc+NRTT80Su/dmoKetY26Ad86u/nouFnSMI2VOZ4KDUdzqeKFyJXsehuZAIgqXP8U2aVdtDpxz+gN9DpUCZg8B3OVL6WAD30lc61F502Kwpzin/qfM7UaPe+PD3jP+ECfMinNhXs63JmhkXSsubLn2hIADv9BMWpffDt/QJTzvUY0CvwNLbW1waFIwdMaMKfCH7shAKCbYD0AmY4jMwx0mjBlwlxxwXCDxTW2Aj8Te+eMjwog7JRm8THqRAq/uUig9h4KEqbuAkRPu9E2pJD7ALxZf5UAWT30iEWe8SBH7wucTEW6ADb0RKmlFNE4cBq8mnYrNoJu2rx0HbPaFRb7VN0DLOAE2bdsqRADn7dmXs8r45JNPZB/N/dvPHnpoe+Thn+VWy7nts5/9s+0TH/v4ds89d8/rDM5n4vLEL3+Vtwz/cPvZz3+WL2b/YfqifOU6nyhwy+myVRI2S/9gjJhJWPaqqPvzsdlN+eq11wK8mhUdbZAsvgfFzvMOHf1kfHM+7KqOI6PVQOWzX2q0ZttV726leYKJTV08guOPNiqbZHnowK2xF/J01iOPPDp2eCm3nxgnlPM+nfUQyRgrOWpfm9Rsz+azMbOtWn1luYaPWaAJauDIG96X1zj6qs+I5C9ahndsH9Gfffq5+Wq5SeBdb19taTYk7zq82eiGJjZt1Jjr7BmOg8sXnHMqzjmd4+5gmWKPcdbGJwZRqSrBvUMVwA01yr1B5XQt2ao41RJQdPHJuRk75/AUQhvOglMxKj5g++RmqiVyjWzoODjFjpvTCTlVMwMAtgd+nGiuBMkcCosWykFIllm1DYdzz32uLNBCzBwr9tGT5HRohN5oBC9/5BA4pTRbjk6RYbhjfNILAABAAElEQVTRe1IhgKQozj3yxQ5rI2P0oVP4KMN66iHg8th6bAwf3wA4jmHst8twLJMm08gV3NE9E0DYAzdCrnrQIcwqTMrwHJphOPKHzpwHUd0FeRqtzrgNkjxoVt9Jh3fzxWgcz8HwRflk5HfSJjmduDgH1zqtPqMLOfZDvjyhHXfLmo9X8ctT7Di5Fx4agxc6Ib1sEdokn/zAKuD2Ooal0V4GgQXG16pvdBsgfHb7JbZMPNBJQ4ODviBm58o2fOXtsk0+e+1yDWHEcxgQkhraQ8yP/MGXn79ps8t2KRz0C3lNuydAQLga/NnPHto+/ZnPbO/OW1dfejlfAx44PNBbRyc0I99uDO2EnOMbkQ+/2p/tx9bpK0x84Ak6XuluoHbHZ7FYfgFnBlWZCfO4czp/g8uaXKyJFN0bajuxenfg0T5PPrmaX3j9z3BPnJ5qlzGDRQYZKzcuYohNv3Vxl3pKRlSbMvnqzuRgtVv2Nhli58iXsrEXLjmfdPPUb+pGm5rHiaeeoOy+AAejjEbBTP7y96RmVWb6j1yEDB9qJCy9EueV/gFLCGza+oRkEan919Rb5BbUN77yyh9uZV59BMAQDdxU2EJc54Ed+TKoXwsM/56+IrAmAmY77DLtkRAJ4/MhlfnlrHCMHYO/Glrs4i9l3hQ8suxtxmZ65759ZFx55qlfbQ/+5MHtpw9lP83Xv5bbMy9t7//AB7ZP5r00Podwz933kG4e3X40n0H4zne+vd33w/vysruXtns/cm9UWf7p1pMn6s6n3i3ORIlgRZ6pj/CKTV0MX82eN5OaFM7YRU716OKv9lMWBQkfCtHbX+RHix3Gd5MGsr73lETqyYTG5EEdXLxwSx5D98h1aEXGMCNSPoh5JY+gX8wFSL5N9epLoZt9MCEN72oEP5t31wz/PPZtaGVPF1zG8I71KLptRV7OrK6s8Hkhn706XI3rmdy5qOBDZ/NxTZuWf1/hTU9slrOvToNjMZpYUNbKGOeOAZQ7GiTBmOysTkOjnZqfhjL0xz3WLa9x3iAPXUR2HqUnf3BGllSyK6e90aqQdpLTqHeko9xwBYOh0M5rTvKD/hvlgSf/TCtCg7MLaI88yRu8OG8MMHnsYCPVwCnf7VcZlGuQY7OBWvzJ0DBl4Ha9V/6irxbmNkVo5/8EZiQLDoezFFp5KieZy+N1zhp6S5YlszqFI29C4ilJHvzSkQYjNhmFU7vIdwWvjbNh89GbQT2ka4/iLWZLltKGZ2Vg5Nt5yXujAAat8gPX22HK1KPyY1reG/FCH6yDrcRgK0djcCF9QjtgydhxFV4XdotOLr7lgZ4w/rvroYxfT770bu/JP6RLo3Bi9OZiIXjKhepBYHxOeKZ80slvHiWKJy//aXNuVZzdvvjFL85KzTuzPO/jfu99z3tO6hfOsX5Kb2ixi6v36LRoLn71N3jg6Dm3FSJ266/5g7cP5sVTNvQDr44E7SuZy9eST1+vi2eJwhRPXJmbV1uLBfmVOWeBX3LKF8C5ij6710vx4bR/GBqBjWVDiw0Gdeii2bwVr8LSL+/GdAdhxWomHTkHWxt6HH7q7OA/q3xNatA52oGMXXUle/s9EqJZuvCEyiV9zCMXXZhl8T+FhwN2yb78Sym7jY0M9rs90QWPGnnUQm0qP9pFRvmhYFKUaOwwg/Hqo9BUYIXD5BZpL6D79a+fyGTmq9t38v4ZL5n0gch788TTv/23/3a75557cN5ezGcIHs+XuH19++GHH97uz9NRz+eN23e85faxzc15NwwfiAfvMkdWQ0AemTYJwXtWmHc/Yc+G6iFun6KMbRwzNuTFjsbLc5FNANvArujj7Z8d2ESed+tczLedzmSicsstt2533XnX9tTvnoqeL+RdNFdyiy2Po+dxdhPuWHvqFQ2VNZPZ+IvxKsac2Bu1XbyXP3nxMok3YaMjma2GmeSwz113vT23q3xwM/2lmmP431O4oYkNwxC6BpZ2cOpWBvnG+DG0WGAHcBxiZphSO67yVbYqp3Bi+JYQmbihNJ1L9yiNWH9m9+uq81RW8Cc0d+M7d5C96TZmV1ZtrHBbcfixgzC4OgYdKa+NiuDgjWMFFozzmUwEB35txTrSHqEFV13Qlm444shDTyhMy6tDiJ2UgdMQYIBzDBwaO4/iiaundMPQtxSq409++SsvbmmLm3+Sp2Xs6rS8MGI8yw/twpR2eZYe+MrJzg7nOofSErcuC4O2gbBw6LWepPEp3crQ88oAvnQrX+1R2MalQcfTwK57HRxs3HKTDaE0mo9WbVO+4unRwc9AtRs55+DL/3rc0nyjGCy6jZsGi/qR5rGMvGxz55135nXyj20PPvjg9h//43/cTG7Syv472dGDc9RzaEcl8fEw0S2N8gzEXNGqS3k9ZnU1csykbdrl8mN8CoO3XPZ0lKbYOZrVU97A72U9V45m4eAJiw8d5nR+jroUp3iVC2D5Q2665T1ffBftlT4d0MA45IuHTkCdV9cTffcrePQF+ervqIf8I//jbVg0y6fpxqUnPuaNTBGLaGuV/lQ2sFO+x03Lr0xoCcocztsWyelc/sCHh4F0rSqk7jPD0weHY8rtW8lEYsaBTI6zCdiHW3/726dyu+mn25e/9MX5EveLL74wT/n91V//VW4/fXa79957xx6/zJfrv/GNb2SV5jubtP0i5CCeR6nxJyk/Gvl82d5KDRnzx85955tbqeNv8dUT2YNLnx45nVCd6ana7J/Ei1puSdU+w4ctoqfg45bgTDLYZKyYcreN3/6Ot2/Pv/B8bh0/l9tmN2fScVfo6EtXexm8PEFH5jFfOhy8Qm5orfzFBy8yCvUlPO318qTVTKTe+rbt3Xka6/bbbk99nPb1g/R7+LmhiQ2heyzjLsMu4552XiqEYmJWnA1gJgATluLK0ADXq66BDwx6DqsuV33zxroyUiprl0HaITSedBhOJ58TqyIcaS2b51welDiRv1g2GakhmYnVSV/hnoyBM+cHCv5KOgMwrlzIOpvY0NrlsAgjTUbyNzStbPDYpQHujv9GuLVJy9jLIbRRK2v6aJ+mwZ6sAAW2myThHQNecJo/dbDDDE8qsRlzHXSUhkuGpo906KcOTDaPPKTxqn3gNJR38xrDKd4RVrowaEofj9IT8zc0hMLKB0+H68tKpzScV4am0ZLnHM3SlS84b4wOWHHzJpGfll2f33P0j6HnlbnnlaGwR9nU5VFOZeCrOxlaXr5H+ZW1XCzA0Yl5q+rf/d3fzVXsf/7P/3n7T//pP6XdeMmX+/3LbysbvpXrjfhcz3MY5af8e36MK8/cAo55PXxw1EvdF0bcOqjvHmnVLuXn/Gib6tFyuC0/8pDf8yMN+c57gDniq6cjD/DHcjIf5YYPHoxwLKstA0CY8NQXnfo6+NIu3tFPOtmrjGDZsrzkH2EqR2USC+KmJyM/9D8GuKDngix8vK1W65HvAF+6eAqDE9rVQTx7noJ5Jq/tD+aCgRt2bvGcy+rF+fTlvlj9+KM/zxNNP9zuv//+xPfPd5D+1b/8N9v73ve+eYu2zyb8ty99Jd9/+k2OJ7cHHvjx9sus2PBt+2m8ufe1rKBUP5PAS9msK579mWfVVfwn44ynqbrP79KVBZP1jZmI1DZ0rL7Nc15d1wJB+5FlU3VKL7eh3EKyv00dncukrXVJBnKdee2Vybv1tlsnZkftt6G84NugbgPxTZkgxXPCw7621ccWrnVILwGeoB7Q9uLOm/N02Nvedtf2nne/e3tLPsA5n5LIXqMr7hv+nsINTWzq8DU4ZQjeo7LV6RjffGYta58ONMUH30qTZvzrw9yuiJfDKV0wNWjhez4z9Jh/Noq51XGAneXrsCCvEInmb040miTIQC+TFvo6Kq98Mly9aeU5L99gzIz8aJPK27h0iiMmi/uvxzzpyoG/dG2MVuVXJoDvobzHFOan/As7cu948o7w5dV8vNAGY2NdupVJN798wVcuafkCPPw4d+UQC7VVG4H80h2AHUZ+6wHOkQ4+LSN7ZZUun8KToTxLX3yUFWzxwJZedZMnlKby6/Na3rj0ei4uXunIa7ge3nl5gHkjma6nc7TjEbe02bx2Q88hKC9M8+Q33XKxvMIW5ic/+ck85v3v/t2/2/7Lf/kveUT22bkyVC7gSR64pVn5Sq80xS2DS6fqBVYdH+scrMNtWBspXJ0uT4O9gvLSaB5a5VMe5BSOMla+5js/lpOltMWVX+worPh6uY80iytv9IkscEpHfuk1v7SVkV15ZSmMsrmVM7K8fjKBD7jWT3mVD1wBTOkd5VTmHJ3igBPoKk9oXs+bV5rFDeBMbGCZpM6jw7uMcFpfpVNZem7Frrdpw3WuXeellKFhL8uteWpJG3gpL8974IEfbV/76le2n/70p9tz8VeTmc98+tPbv/iX/2K766135UV839u+8IUvZCPxk7Ph9oU81WMypD8xefCWYhOcWG+7LXtUyObRbisV9tf4NIMJheAhAvYQ4LO3o/4At0dtJXYUdpDzA2cmTsbZmBre6uMWBP1MVtaF7Po2k4/jvprHujOdGJouOOGwn88jmJgsGkve1Tevdjjv4LNBKWHp8/qxAI3WtXpAp3E36t+Rb8fd+da35i3NF7ZrqVdynz1Z9Fhyv5nfG5rYrI9xnTooQ1KmB4GOlcGhCG7XfR0OjPTr4VYeOkIrdma32Xg051G+OGCONJoWO1DRLa17qkve0oxEceg8PZNyjh8MYg4P/Os8hRcLQ3fXtfymQFkc65z7jPMl39c3fPjkhnMM1VWsBEwPcNfrCr9HaVa24g2tAxw6lVUMvrEO7mTJcscpz+IU3jnayptXno3xKow8OIK4afkNYDWaY3nTYnwKL77+HIxGJL8N0zm68hzqsqF5ysGjWf5glHepHe3rebbBykcDTIM84ZjXMnnNbwxeGk9xz6ULcz1+ywoLt/o2rzKAJaP88ig9ec1v+qiPvGNAC43m4ylUHrGy8rwtLxkzubnnnnu2//Af/sO8w0bn6pHP0mmM71FOdJvXtDopPB7HesBXmVB5+LXNn4IBTP7qnFcdt31XZuXSDryr3+DHf+QLR7jJ2H/eKL954uNRPapz4ZwLlePot5ULbEN1VlYfrpyFKd+ei8GwFkrSPZQJpQu3sson39ThIV+5A6zy8hNXFnHL0TnClJd8oThNlz8cj0QrP+bJF9oGnIMpnJW6SB3ZoktGA72s9Qb+cTb7X9L5b48+8vOs0Nw3t5QeevCn8xTT5z73uXyN+zN5L81HZ0L+0M9+tn3hH/7v7b77fzAT9nWbZk0c7V/KXtm5RX/lks2wV7aLVz3ancl7JjJrxWldbKlTby+e/SmR2znfJm/9ofIr66SgvkF3eXAE9U43etuucTW3jmxpwPPC+Ysz4bqYj3AaA30d3ETMLTO3xOx96bt10DUBw7N1XDnwQd+hDjyF6Sku5wLcJcfyj+aho6yyDo34yPhRJjQWK7ycMKJm7IxNdnpD9E3+3NDEhrCErPM0bsW0/ES2aUFxrFQ4wwmjZGgUlmE4J1qvC07jNKmywTl2ODV8Dey8cg2f0O85682tKDD4xxttZBLmfNcHO6s07pEODXjJVAnTeAInft2myqEAMbSys7t64M0mla9pOgstlz9MDnalCwcWlFdv+eQqTefoVfdByI9yh3yhOOU9mflxRbMgTjuVkSdlcB2Vo/LuBiuJE/4yylNMZvxexzvMerVSe4B1jL1PqK6EfKE6Vp/mia+XFwxaYnjkLy/wpam8h/ym4VSm0hAL6KJVeqUFR3AOtvnFO9KrPQZhxynPwrfsGCvrIb88a7eWlVdjsNenmwe3vMW1pfIGuJVLWiiv2qLlYh3kPffckzeavmce8f7Qhz40exTcX/f0R2kceeFdfWrbI03p6tm2UDnkF1a6uqJj0q7+4VQPfI56Vwfl4NACUzrHWFnlll9Z8SjcGGj/qdzgSvP6cjAOobSLJ698lBVOLB9N+fpPOhUfXttfccALpTcn+XHheMQr79IvnPPyLW38q1fpolXYI6784rf8KFvx4Ug3BqMeZ6U4afxahmb5FWfgA9cyX49W5gvZAZ8L0PxsL+cJp0dz6+lrX/va9t08zfRcNgi/NbdG/uIv/mL755//2+19f/gHw8eXuP/+7/8++2m+OSsZ+Ht8G731gcpla5MFKxjed0MG44iX3S1bLX3UExw0OlmX9tdQ/Ro3H01+5pCmkwPcTNxygW4Sb9JmUnFLvrptRYpnvZIvc7/00uX5VpWFCW+cPpfbT1Zm6IFOFyz4UQ98BDwF556yc0sq2lJ89KNjJzeVU0y2yum8dTJ5i+DQDOX5Hya/h58bmthQgGAEdTCCc0IfK6N54lmyyqOZDASGIeQ7mm6FoSegN06RGaIlLGmHfAFv4WgsuOhrCCG+nvrJzvGp8FR8aXAzu78rg1gQm+3abmN2L212bT9N+ZqFh+DOH14rJftvDjTRIw85q7O86omeMuf4XjC5O+Q1n8wjF712WujAl+9oaLn4WOZcGNjAezw8BOY4s8vY8toYTo+xac7JZGJjWfON6LfuOusnY3Hnfn7q4ELeocCHBPSHZtL4gnVUtyM+fs4FMM7F8OUXR14DGLII0kL9V7p2OeIcZYPjOMJJN79l8vAXFxZ9dAt/lF1+ffF6nKNc0vBKp7Dlq4z+yqWPckk3FM+5fDrCKZ58MK2LwskrnaP8hSvP0kLXUnY7yfe+973TBnTiU7/xNW8klUYXfT5TevLKhwyl23xl6hO+YBLV0LYPxjGy74XHdliaiqobWAGe8tJ1DqYHuMrcvEHMj3NytVwsrzE49ilN58rwO8a1TXGLA76w0sqVFa5l8B3VGe0GsHNErzBNH7dsVXuh0QPeG8mKbvlW1sqDNpzSQ+Oom3yhsp7Is8uFXuUFIwwNabfAQ6/5Rx7FG9jAkFE5X7mYOwW+1WQfjXe3zDeRnvzN9v3v3rd9777vzJNMVgs+9clPbX/+2c9sn/jkJ2fzrJfkfelL/21Wch55+OGZzFzIpCReEqHYn6x5pVx4sLA9K8Y5aXz5tDf4ku1K9qNcuOnmmeBns+j2ciY8Lp4FclrdgQiWfrXLUS/5DjrCUQfCPMKdAWveMRMdfV7h5uz1MYFyO9YFhXfV+CDn2C84s9813cOr4TurN6GlzZK7Kyy188if9ksfPN1yi7kiC02XzOQRwMBzLlYPaMJbbfzUp9wivpC+4kroeGMxW8aqft50uKGJDUUFwjMUoaWPyihv5UjfdFMGIHVnVhll0QAPxqwRHfnOa5CpBEbKTFhgcIf88hOj1UpAY9KBMXMN0YEfAvmZK7jQxGeeUArcMUw+XVIZpSXPhKM4HjvkheSS18ogC/nwlz6GnpO9PMTVu0uTzgtztJE8ofHiu84LXxuAK22xo/yHBjo5Tuy080SntOheXs0b3MCgpdwhTU48qru0wC+UiSubIuXOe4CVV3uXb/ko1zgaWu4c3vXn8CoDGHyaJ63MubTgvAdaDuVCz8sDHDyyFgdsbdBy8OAc0oWXLl5hnAtghMpauMbK8GmAL1RWcM0rjFjekdcxfaRXHPQqe2UrbXH1RafncJsWt87BSJenHZtNg5MWCl++k5kfMLUtvoVvrKw4R9jSrqwzcISec6G0wB2PlonLQ1o4nsNXX/Lwb2gdOke3Mfjr+RzLB3D/OdID4/yIf4RVXhnACM47wEiXj3SD1YTB3eHxUE7+po94TcOXBodf5YLrKC648isu2MK0vPhgHPBL4yQNOGWhKDVw4uv5wy895fBNUG/L23yXn3hh3dVsEH5s+8qXv7x981vf2p7JI87veNvbtk9+4hPbP//nn98+8uEPByZf7M7LJH+UjcF///f/x/azTGre/va35yV8d+b9NHl7dsQ4m0lDLJuJUm63ZKJjZeZKJjXG+vXIuHohw5LD/qDx8Yx/V/YPX8ZiobB8hHzO3eYR13bipulTnaXVMbzBzcTGSorNy8ZTtpiXAmZC58WAVmxMuuapLIL53+nN5mp5CXihhw95r7ep/B1y4P2QBVxlbawMDfSUg3PIQ0egvXGUDBYTRjDRmww3NLHBs4JJE7rHKL5XhryeT5yVk1HaDM1jdgnyKa4yjoOXhtNjKn8mRacNh4EEsQpGR2jDnPua4Y8m41W+CLBXzGlnSqZl4NNOFPzV0ERbuY5A8AbL8g7E0M3PxBwF3EiG5i7TIOYHncopdgyt4CcxvPAVKm/jE57lFVqlJ3aAFQstky6N8iPj4CjbYed8xy0veXCFpsWC/OoyGXteeZVe47FjdLTyVZqFrePX1kd60uVZWmIy9ryykKc0y6O4pdN8+IW9Xo/rYdEonrgNvrRLx3lt1zywxT/CV9YjL3ZoKCx6fFqonSqv/NKufMUrHbG8Y/7xHJ7zylt459pOYY8xGDIcbQheHhkrFzj5x+D8SMt5cSuH+Biqt3w8i19+YK+XJUCz2jq00jVo9cU98oPr/BiXP/rXlxVOPj0dhbse9nhemKPs5VM4tJt3hJNf/ZovLp608vaflas4R7pNk4dNWLrWRkd+YeCjhU95/Y/SxdGGC1OcyuocTeFY1nNlYPGU7nmA5yLUAGgvi7qFT9a2GROY0hS3jZJnnljKfhqfDPh5XqL3ve98N5Oab+a2zIvbJzKh+dyffTbfefpQ3hT8R0Pzvvu+N087ff+++7fHfvHLmby8fCmTg1y0mjjga3XD7awzNr7mz4Tp8rxszkVwBvKIuV69sNotvYRrgXNrbJUFM/ljn/2lh3Qf5IFeP1MenejVo3a06uEpQ4+qe1rJ/h3y0dtKzUv5RtXYILIz3rnwGVl2W7u4By8PHLrlIVbWc7Y+PQ+v7LNh2yOOcrav/ZXJE1cP58ZKT26xaVpQLJgLlDHR8r+D+jeUvKGJTZUjqKNCV3Bxw8Co+uTVQCoOjit8eYWvMUp/DIBHNAan/MhraO/86+DKHRPQTuJ1XWvynMO9nlZqIBeUp1dHaOALrnJWs+ENgHw5hIGVhpPzeRswGfby8iwtONUV/Mgd4bpC1TJwcBqKX7o9L5zzwoMpXPWdODrNd0p22NJ4IxlLCx7ZLH3aKM3m8jRyeHXoY5oOGquY417Pp7JV1/JqXJ3A/Y8OHTp85fCOPIpPziNNsOQvLDgwPcqr+MdGXTx6Xc8Tvg6CTODYBIz80hQLPS+Pynd9ufPKWZzCoFv8xi2bgvz0HI3recC/Pg9e7Sld3vIamlfcwomPMqL/ejw0Dm00Z8rR6XHUSZlDHrpgmhazceuj+JVh2h9ucON88KXRk258PR4YecrF5Vs50G85WIEMDUe/kHc9jZ6j6yjMJPLTfHCC8/JpmZg8LXd+hC/ckVfTxWnnuCRYcoKpLl0dl+c4wZvU6/2KfHiKK9cxXVx0lIMVwMxgPmfLF+Q5qoOigSbDrmflASe0btBSpt0tOfRZ57ff/eap7R+/9o/btzKheeSRh+dpnL/9/Oe3z+Zr3B/4wAe2i1mB8XHL3zz569lz8+Uvf2V7+plnt9veclc2vt+6/e53v5tXGHiapxMA9IlkJYStbNpdefHRrMzYsrDe9QJuH+8y+iy9llK1We3RsW6U2n+U0WnhnfqLCc0t+VyDfTRnM6m5konC5UyayGeidymTsUtZsVFzNjgPjcSz1SIWjYWHw9IhE67g0KOBLTtGl7946ssnIDKpMkmrPfgNu+v7HMYFsI7WM/uAiTDBW7egr7mlF6bzFOP/n9+KauWdVEYMX6Mrm1s8EXTt1k7jY9lEr1xZX/YFW+PXePLqjGgI8sZxo/XZ2XZ+mie/Tn3s2ODCUwGOgRHH0ZIzeWi3gsAK0eCEnzKytEKct7EnmcpeM9uFC393Oo0RgE6UCjmHe8Ij+cclcTyUk5GJyBfgsZf8vgWzesoTGqPrcO7QKIbQQC1bScIvnJheZszC4O10yucIeywvvFm2iY29FOrRlQGcvi9hfCD1cGqzZc+8omE9NRbelQmeND6tu/IRKxfqE9Ly+JYPQMJr/cvvgaZDAzvRIbgsuGguXGVC5SmeWChuZXOurI3Zef22sOiDkV/Z2LxHddERgoV3xJUWwDWN3lG38qiczhtKTzzlO49juXRpjjyBQaG4yuio7Hi0TpWBrRx0E+SBh9+0uGVc1L35wlSn6+UvPNweak+9C4UXWxnV3MA1H8zw1eb4O/12Owy9vaGQQ2h542Pe0ElG7aWsNMuz+sMXml/c5ovlHWkNQn7KuzHZrodtmXhUWG56Yk/wjuolfX2QV/xd3AEpv9LQdsAdafSc/IWHXJqN5YERjnn1nynID3psBxacNjOyRT2WHGsGxmA8g36U1vdUjtIWO8iEB9nbN33tq1/NiyJ/kknNt2aCcvfdf5TNwZ/f/s2/+lfzBJR+6ze/fnL75jfzsr1vfytf7v7xPO5tdcbAblKDlv7O4I932zW5l/xLh3mh6z6WyLdtYZW7SxF76LPirWoFHfiO0Vle9ppUl+qY7Clvm6PjLbfcMvLcks+XXLglk4jIRbYXsyF6TSjwXXXgNo8L0uEbXJOcCWyWc4MzGXzugKxCZTj6AJ0dM66HGtuQqTjeh5RNA4OLnjKHUD3Vrycm2dLEjC5BiMVOJ7uD8CZ/bmjFZmZ8HC8VtSqEQy2nGgVSYcJrGd2XAzixT8JAXmOfvrmVsgy5cFYH1DQP4A8eC+uLpPB0tGHh2TQ86Z7X6EvO0wpTXjpcrelQ3h2NnGswIhs6YnD4NSy5l76cxFNG8aIFO7RyDidKjHOFBvvNN2pCpzRNBu2zwYds7FaZyg/s4ofk6hDIURrH2L1UHQDeQmmJj+fkCoWZ6EzdHWS6HrbnMzmLLHVqDaqB7B3Q5YFRLp+PXEmrkh5dwrfpY+xW2dHe+LqFpW6kyTn4uz0KK29CVJRGk24nIbi0V7Ye18zALQ1gt8vCOb3tU51Lp+fidc9aZ7x8ro14dQZLd6Tr3/hO/aZuMfWUx6rv5VfgGtBf+pyWyeM7J7cSkxbYY8nFP+i36p5uMsCjNb4Z+KGr7GBHdMC3Hq63sfLhf4Kj/bTTXp37kiH6qivyH22PQAKXDJNVHn5dSWGH6jGykrcUoqb0dNDBBecYersvXQt888vbk4xrQIy/BM65v5A6CXhpA9VNweAn/+hX4JpfWPXlAKfuV7m2u/ybPMUrQzDlUR3ACAt29Tul1bKWDyDnCc5os+svHz146pBcPVcmv7yd48hP2KRl18uzBrHTSeoRH4/6yjEfTutS+bEM364ASAuL95KdrnDlSdtzQU4Pfghziyf5LZdH5uqp3Ql4eEHkL375i3zn6Sfbl774D/mkx9PbxTwl9Fd/+c+2v8kbhD3Kfccdt2eF5sntwX/6p+2BH+cdNnk66oEf/mh85Y7b79iuZiXh5TwM4sLN/hUbck0apt7DK9ZO28rgnWMeH89ArYcZX8vtqLnVkkerZ6KRfs/tFt2tlE3MUWTJn5UdXqFtzCpPEtXx9fWvXm+aScHFTGz6sV0frnzhhReyWpMVmqzS1P5Tv7u90GM/F7QO9U4P37VTT0LH11Xv61Z0xyFyrPa3JiPX9jclyzcBNLbbTgJefWgPFgDwNYkhUydJt6Ye2NLrVnzkky+zysyLRpI3/3Pak/5P0LqSzUhzu2QESpX4n2ng6kS7OqK6rmZfTQ3n41rT0UTZKmrQG0eJgRte1yBUdpbxPKM/T9WMI6/BH/zRsRl1GgQ7ZXlA5Xm74wlMBpK5hZIKBssh21h0nAZsFSHMk0+TMkCtDcsGsiU3WTmfjksDD8PYwh+HveYNRt52nJaJns6bDOf2itfw6JLpTQy3nDin4/Q+3ses166mwwwtDSHYa7DAY/iw92rsE2cCidqSidCxfPj6CqwrCI48A2LiyR8a5Iqss08oMN6BsJd795IvHK8ZeGQYeuS00pMGGLnmK7T7Cly6vpHrWjbdaeA3hcBreQog61rTKXhvwgyykYzNz51b7zDgQ6uxGCA8wZDHIDNY8pvRRl34j41eDb01SCk5Lv0PZHJUOvsY1INDzjTYpQOMWGXqIXWz25Fd4p5TfwtvHGc6pm4WX5iRJ3BsL/AhfqXelzRor4k3gflUOxcXLGxeWaQDvNfHwsE7UqSO3WfGC1U+wx8lXSHGZvjDTVwYOoMV1ltADapyk5d/k5nTNrHkB918/IROgpZfLZ/WEY3OgZm/gGoLGJB1rpx3XeCRid4DG1vDjbSjOx7awVmPe0vLWJCDt/SZzKGPB3z+1ImH/jenU79e1zB+yVtCrG181YM6Da1rmWDZrByeY2Eyj2Uim3jXC31/c542e6Jz5NWG5xxGeEfdkVteyI3/ytc2lK16ToJQCbXv6JIsAxOd+N6CoVCSQziJhBnQ4xPqZOopeGwqsCEEH9AcmruMJ3wHaskhyS617ZKh+ixAeQ2jf+QuHFx05RdOLL997RGnMJWlfI8wcIXCLtrxC7rSKXqu/jQwu4nksVFxjBfw1q2e5Kefv5ZB9EJujxjYf/XEL/Ph1Z/lEe7vzhuETUre94fv2/7yrzKh+cyntrv/+I+De3X7dj6F4GV83/zmN7eHfvLgXIC95c63zcrzb7Op+OVs8vXI9Pn0V944nIqLDNqXfiU2iVyTNjFZakWHDPxpN+cvXMzAnv4vTyK9kpfhXUsfzS5ovJbx4bXXrIaNZmt1PzS1Ib6Y0WnBxk5jw9iGfXzfyV6aW7NKI2bLF7OHxpNXL+WzD15eOPYNrP6CzcZOgYuIOXn9QzvzFmGw6XtrU/VKzqXn7o+BEWbMmnEifWj6aR+tvJi3LZscmaQYb0Hy+Wvp+IxK3hbtxbPz8c/Y8oWRzUr2Gu/VqdZ5LbaYyd5wevM/p7OJ/wlaPkkeyWawHVeMItOxZVDW4M6qMI1BfoyqUilsBrxWXlbDMMNTEWugX3lTkYFl3Dk0cA5vME1lXbig81yzQa90Hj4xjq+D61zUwaqU2D64lzPYcgodbu/5qUS84Up7gdFU7Dxyli+wppJeyaN759MJbbk/q7M0+1wrD5ah8Y/DxtnR4AwGaLp4k+Jy3DVTncaoM+L5+b8a20hHpcRxgN1GnNxkQQecrDQ8ulWXhQNlvHX/BcuwJwPadAzrCseVBHm0pVDklamPCIAopMDOGzhTlWfPmphkRU27S/EMQDPhWR0aey5ZTJJ29MEPWYhpzPTU+aqzCxpGbAb4phznA8KGrmR0MiYpPmVPDnabmbv4yv5Ydmib9Ey9Jx0G87g/fRzqalbHFCXgu66SFs74hNwIPdrm5U/ENGny5IKTi7mK8H0Wk1lXDR73nMk5nKRdccz98cg19TuGRI2N1mBh8xwdyMSvO4n0Ab3lu/FbA158J9aAmQYeW7JNcNL6NenhnVvkyY8P7zqiOXpElvwHNBcTkWE4zmCbdhAYfj35JsGR/WwmleDVYT8auHjyNW1xlU99JT1y4BEfHhyvKwifWV2NbsvOSwb01yQg9DFJ7/FaZoYjq8lsyl/Nu6rWm0ljt9DR0c9En1+RLZ12fgZ2OsDogmZyIvvyI/QGRt2H5rpixyc89nahPP+5cDJIwB/QUEk6eLFe6OYR86R1oh04xTDpjw/7Da+0/Tjr5Lfu8izsEGUXMsJkMjRm0peTK6lrwZvOh7T6XDnRffFZeMs+EWsGVXY/a0AYu6cPjL+xB1/z2gd2BzP1lXy2HT0TK4tGU+ZdXHz6fB7xHTlSdvQdeXwZXTrTDS3B75pQ0WvxACOA08eNLZKuv4i1PzRPfC/lgrJjnvTYd6en3EG+yqi+DIDnko+X/mBoqaP4y6wOZ/ww8L2W8cMj1mC8NddhMLyYAd+g/uxTv9sefeyx7Rv/+LVsDv7G9kre2/LefI/oE5nMfDLHh+79cCYc57bHf/nY9t086v2tb35rJjYv5K3DxrSbb7lt6D/9TD4EmX7x/NyKWhcXFzJROdkaEF+ZD2ZGDhdkzOlNvszgQ5k+Lnnh5lu3F/OyvudeyP7D1NaVvIE4+3oDQ0/jIOvH1nRKnmHh2qvx1ZS1rlr3ZzIO8Te09Z/q/6VLL8+q1Mu+T5W6wB8dX+NWrqVpA1PV2mb6HJubb8nYZoXl0suRa2RYE0m2vnT5peGjHl7JV8bngjJt4MJ8yDM2T9tTb6mq7eb4wMWb150W7cGHMV+1oXpaSXzORDD5F2Kjl/INKuPtbdkL9HImYtOfxhgurMEvv1n2zoYV1f+mww1NbNaV3HLA6ZyirDAKphNg4F7xthGxcJ25Ds6AaFFaAwArTwDjfBrKKC9/OQPHiF1fByuP05SHOCezoQpNDdHExmREGeNaIhM7d8+yPNegtmittyWvL0e3QVuBqF7otQGvDjZ6RFKz2WvX1gZSlW6151L4kBFPMvVWBFoqOb/jF8qWkxqoV6diMjXygcEgAR4nW7onHRpgBiDmMjmA53zmU/jsyK9FnuqQ7MiK1rJ588u7fEI9RJELbnQhxrhmdII7DTZ2vpQrCHzhw10TlOgSvU02l27hFRoLb/G9lMZanuKmx5fCeHiFpyu1NKNhXlnVzYyZu1+QxWB01WpWYnXMP91Pr57o4iHIC6DEHL7rcvKmbHnhPnaizz7pmo4nJXgpX7ghY5UgMCflSQtkjehja/4Qk8cXInA6N/kVAZ8egxjaEX/w6YFOj046lY8MY6Xwy0BLLnQWbvCnDJ/lU5MT/ekub1TI4D52z2SPTWvfTrjmfRNjjshgwE/nuK7kwohHoKWu4nATI0oGMkdGA5Bzfkg2junKcfgkjeYIEjygwtLVxCIa7L62bLV865q2M/4Lmj5wiJL8xHxxNspzXnUuX3WF1rnoib7bZyNj0vBjvgwMBHAy/8SeMj8jL1mSh4cDErpjvyQGP3KZBIKDt2ydsqRtblafkOEsOnwkvpoTJIXReZlt0U6ejZb0mFsJqbNZBYKDyB7q2yPPgbdiEmnB6kO6eMe4si47LtrKHSN36DR9zC/f4XPgiw7O/lflohVdYiO9Jp23fCgyZo3O+/QwJ97kznbtr1/OF7XV6W133JYJxpX5HMKly5e2L/xf/+c87fTbfMNJ2/7MZz6x/eXf/PX2iU99OvtQLs7tmu9974F5L82P/+kn+cbTL9Pv3xqbZqIR+3oz79Vc7FzmL5ElnjKyrlVAdk29pA+jhpUIwSPVLnr16dqL2HcNL+X2UGon5bk1tD9scS6TDiuAvomk7sYee99gNeWMlZPIYjLX/up8xsb5lpUJTWibbL6U41LGMpMa7027mgsiznL2Wvo8ifjPulsge/XrfKgX33PnIf20SbEVxMuZ0JBTvb01nzm4mBUh58ZBeR5lnz40MqJx8WLaTHTDm20ayEw+etXnnNdHZmEhMLdmw7Mx/+ze9vR9c1eEvX9PIb3q/3wwmBOeIhXauUp1GGCpOxW3kwc3V4U19K48Z3B0cgAcXbhz6Dym7afCQmPxW2XgBHDHxoRW8+tsJlDSjKvCBEbvqgv8NWFbjRyMcqEy4u2onqXZiZBKd3A0jhDQ8FtfNMVHA/KWR4NrzDQ6l17vdRs0BTopo4t0dZIXE6YTXrZX5h1BYsfRDmAdLRMLaMmfgXfPq82LA67p4p3QIgDagVEmv/DOdbr1ER0BncBcM9hmlcPK0egb2KG9xzM9SFqYQWavx6vJu3AmS6v8YhiZsCy9esXpqvXVM1kJwi91OXIF9qYsla7B/7Sxoa1uxzcCWz8O4OpwwsVqzRjaAEX2aGvwnL/gqGdhBqHotyYGscX8mdQw0aK3Ls4Wf7b3aGjr9aYM6unFB16HM3YKv/yH0h6S4HPLzss+SuTRlf+d1t/iA5sOcEqXTUbOsWLo5Jxe8ypzAwmm6irlDrcjkxEe4KIj/065sGQjCzryVmeN35JdXo+UTmcdLIZpCP81IYlc6iz5Okr4cyIjgR2HZvTRt1iVMuws3xEHL8tE/Ex6BfrDKzGyOM+R/LmVdSJKkNAerUyC8cnFT65uucHSCc9Fc1iU0a472iMPfiljuZn07RMH+rHj6JUYmFdH4DMTl5TLJIXQ/jNUp9zA5wLp3O53Jvd4WPHBzy1e/Nsn8gtyyxu5hur66TnaVisXx1VWXetPxV92PIWpPxZe3HZUXNAnbTHl9DN5MBGIWAmRL2qfmRW1ZRq2J5BLFyBL/+gYO7304vPpozNWpH/1NJBB+YnHHt/uu+/724M//aft4Z89tD2Rr2y/+13vyl6av9w+/qcf227Pm4R/mI9a/iqTnccff2x7/LFfZkLzxPbsc88Of7KQ8XyWlU2WLl9y4Rs7z8rIuugl59GubAJHnn5EWzZQO5RNGx8d7a+5tE8QTIiiEYeaOrfaQfnVxvRs7nCYaK4+JXWT8cpk7mxkEVxQO+z5wRfm9H8hGaeOf/Ce5IbPlOW89TYXcfEVfi/wm4uhqw9cfeG2veud78yLCd8xeS+9tFYi2dvdkOmKQw+8j1jeErlkGkrxqE30RY6OpSZPbMU27EUf+Ost0JGTH5MzZZ6SWn3GiPimfm5oYlPHrVOToJ2stIql3FFhypml5mfFgUMHDHj4xZUnyFtveoxjjdILB/xRBrSFdvDSKsDg6V7qDGChxdgMW3wOYgB2bsJzxMNbfmlWV7G8ViTa0pzUGx/NbudNkDqiNFLw5MOXzI7y15Dg+cQAOmk/A1+71A7ok+ckH2CCfKHyVKbmw296APNTGhPvmeQRwJdnz8EJpTM8pkEmky45ykdM19ruJH9Vz+i9c5r2PZ0W20UddM9liXStriw54M8EMTODq2fXZLRyKJsAP4fzdjIjI3/Lce58fGuf1Pog6iupuwCH4bhiotgIn+gxtEOLjwIweE4/MJ3GKsdnLJK6XbYJLsjwmjJixT4iV036abxQ1O2ssuEafuBWHkBizREGYuVstMJYawcg4iqz2mHQW5MoMrDFgqWKW5JDM3RMIk4G15Qt3QJDhJEv6cTT9+I/jOm5/Ig86z54KtTEeqRPe0Y7mCkd281mZTLsx+q4BiWylBYBAg576nANFKip88WdLuGy28bkoFJNXTkLrhWbM9fwJom80KBE+LtFtO79pzyFLMNvQzJh2XyQ8EmeC4a1QqDzz5Up3g64ocW2Y6AgzUDCyHihNmk04JiIqP+k85dFlcGl70ysIuu6OCETs0Uy8qPBMPmfdHxx9myxNwFTzDrEwHdwAmPC17adkoEd+KTl889jaD2g3bRy6eKJ4dXWxW++c7RXO9jl3YGOOJWLzLPZljzx21kxi74ufs6lzujGbm7rWokRvC3Ym30DMu888UDKLbk41Oc9+OCDeYT7q9v3v/+d7ZfZV3NzLmLuzETmT+65e7v3w/cG+8z2ta98Zfv+D364/eJXv5oVG/v4tB23vydtPIoNXs2Eyxig/3Z+/pz9oPbgsTtJll3oTjc6td/Udxtb9HvwrdaDcXvRLaLiDJUYYVbZpp5DdXRedtdusitgJh1rAmDylkeqQ8dL9l7MSvjImDGLD+E3q+Bk1IgrY/ReIo8TIT5+MitigXV+jl/lIpNvrommcaiLDEs3Ovj0wqy458LB7UA8p6Iok3K64QWWr4y/iAOnT30lEzxfDr/t9tvDxz7J5eeLTvp1FzJurLqwygXL7yvc0MQG8yrSSqMQYZ3XkVW885alvmPyOPQuPec0sYBnRge2Ew30BbiW58CgK7+H8qaVNZzwg4PngVZh0OOMPgpWOTtB4Eylga5DpQhg4ZamGKx4dDcDTWWpsPPTgPbn+rPZSwdZOV1hzYART5aHtx5rKjp2EEb3yHLkIR+f2tU5mcC80VF+4IXijnV3meVVfjD4CvKE0nA+uo4rj7hDD3+hMrHPCc3kR7JclcU+0f9KVrDOZiJ3SmvJHYS88ttLr3a+01oWrjyf1DBATQPY+eOJjvqqDeRJV89Lr7w4k0odhbzWsVUzDc/EDO8OUuiRc67Wdz00XXyVnclSudC9YtI6slhwrraWF7KbOppf2uc8RzoTcDMYpVA6BBMnKFuiBC/pyVx4Bj1X/6PTDhOvGZpr8owDnNSPFHxU/e+0UIpaO90ll6vEkWGHWbBkyr92t9sVX3xs4BcM8CaDZPLRPf7BNjomneDYauThO0vumeQgDD/8/M1/2oh5gXMDjrxlmR0GwsCDC6BTkxgY46aJU24H5pkcx7aIzgxis+QdkB3fRKg+7Up2zw5AVPC46tCl25J97B4g8fIBvHOouxGp6ZSrRxvgIxIxuZdgGrj+x+IRf7d9yoauPmSO5EMKHTrSwerkqMgPBi84Ux5fD2WTmoYl038vd3Uv3OiUE5P9SS9FpnjqMintuH0BmNqsPJw7jmXS7T9Lt/HYIu3n5pvHwIM3lR89LQ7Od8TC0wC/XrG//E0/PY4RbeVfevb57eGHH9m+/vWvbz/+0Q+35597fmzLL9/+jrdtt95+W94a/MD2q188vv304Ye3p373TPbTZVXlfB6Rzjgzt4fC8Nw5djpdYVmPO+fhBpthEmZSyvY5apNTXZbu1ZUAxgi3puw9Gfx9LAh68PlZaKW+bnJLSmbCTJrRT9rtt/PpS3xmwGPc9F5jpO885eOVWf1hbz42Fzbjf6tebspe0EUxhtQ+xyXyk4SksSjWS30HPx1NWkr8+0r2Va6xl+xP5pH3F55/acbi85kkdpWF7vyAX5Jb/2rCdlP48EthfCISmNDcRLfk61uN529921vnQ6Ke3LrpJreqVjstLbf9V/+6/GJRfHO/NzSx6cAxykYJAlJMvnBSaXvZqvBMYF5dj5d1kKF0V0rgO4qvApXDNWO/kBl26YI5Njj5zl8nz1SnlZs4acorW3HBdoLCedAA48Db9Is84OSRQ1oe+YXSlAcfHqfUMapUj+OpsJEvjnTuwprtwnM1eD6bobk6JwVj2c6EZyY5oa/RyD8OMHDllSeZCifPITStHDzZxC0LwKSb3zLwhZHX/MnMz9APmXWr7bQcnDL0BDI51xjcJso12cINW1KcXKEO9LKl9+NM/nU6DAj6jpxMh7Prs3isFTQbRc9l1Yws5DCQp52lLjKBvrJkla/evVNp6WdQ5js6AMKBix7BPRO5czZys8uxoz+z+wz+xIW/8CAuXnBDLjolK2Z1BSi+ydJyMtXl2nPiSmjV00waKJmA7pgi8ZIV7VXGiCbQJg7Ljw/1NnyXDaaTG5RlO3TUQMyQSjKYYrKEnIlDyHSAHe1TfNrBr7o1kQjmIX/pyxZCfe5E5uRZQRlbBXdkwHbg6eRknU8tZKAe2MiGF/5kTmpsXD509+IzxaNO6AzeLgdZlK0V1MW/Mi0/Zfflo8suSwZPibBv21px0C7cWJtYCeU5ckVedZvf5VOzx2v5QRrDTETibTMAjG67Hw9Dqxgn+KkjfynXfoZviF7NpAl1twUFG+CTmUEmjs6G/nb9K7f6aB6cpvkn+uAaH/28/l46cAUw19tmlZzaojTlSwt8zT4TjSBcV+Uk4vN8UPvRF55N33jT+eRlZmigjHrpK3Mb/+KF7Rc///n2wI9+lNtLP8qTTw9tv8ktJk9CeXT7He98x/bHf3J3KF/dvvO9b+W202Ph4dMC6W+z+Xc2xMc2NtieP7/6gZfzkAj5vGjOXpgLWamxkjPy73Znr+NR3djHwXbGsWXDpa8+fPZ+hfZMRGKz2luqsIGecnvtrJ5dzJhg5USfdPnyetT8hWy4NenSDuapq5O9KelP2DWTRfKNnROjXR8MecnAJaH/SfpC+p/zoXFLVsgvpL+02dmEzO05t6De+ta7clycOlt3FSQj/dDtBR4/yEQsci7eVnmsDJoM4ydfm7spm4bvyMTmjqyYZcVpFjKMWehoY5EpegUtSHw6cv4ewg1NbMqXQgJDOji7uPlieSYoDhu4DOWcwcBXHBUCzgyxjYljLHqZLFFc1ajY0HS0sZb30clK10ASb5mJgrw22sKi0yVEvITK4j5g5TSpgQ9engAebGlKr/xWrpmwzclriV0ZfGH4pyZPr1zs98ktrNgIndUoTu3ZiYsycohrA7Q6UayMyo4Hns7hOQQTiNmnosHtuoMRxOUjPtId3mA4+k4LfOtDnnRlZjv63JRBeL7qnQZl4Bz40AE/Vy3qZ+dPBsH915Tq89Ih8oCDr+k48AqOTgU/TzrNRDZweKaSxjaWk52P7IG3Ue1KJjYanUavI6VRr6pGO/Wb8sEJb3YeWXf9ZvDffYIuDuXi8aXwcT5C73rBGXrhBu7Etjr8TP1WIEfQipMYbIN8NNagvibiS/ZVd2p3pZZtQ21orb0ruzzp7EfWlOlQ2bjy03N4hE5fIDj8YsMZdCKLmlAnZ/niCDs92dBApzKOHSKrc0d+Vho+w5NVXv56+0landLDT+3ldGlW3ZcOygO06C+gUFgBbTJcyVEZRo4UD90Ath0PneSPHUwW0z7P7K+fX6tO+6Ru1wH8orHkwHFoZ8lePROeioVbFwJLHitbITOhMTiy4D8XOinlH/IcaKsbfdqCWfj1oZGXbGGKlqBMaJ3UBsrHxoFfELvsOyw+juKhUVpwK4tysilrvjLpylWeI3Nsml50+p0ZpGMDe4bWrQ61G9zQWj6Y86hR/Beyv+aB+783L9DzeDa+73vf+/Kyt1u3Rx55ZHDe/4H3b+9859tnT82jjz46Kxx33Hbndsctb8nemcv7rah89fqW28f+tiLoO/DQ15Dxwr7/wwrxtJmZPEcytt11Yw/p2oksndjYO8L6q7/Zn66k2YkvxJbhBWdslmZvA/v5+RzCfrEb+5nIWKWZF+5lbABrzhuvHN4RK3mp29iPHLMSo55kimNHdewBiFlpCVysm7Z7bbv91tu2OzPRsFF4Lvoy7lQ+uPpSttB3O5SF4tjDRIisxo6z8UV77sji4gEsOYWRKclz58Ivt6FMbK5e/eXAKNM+5vUhwNGfPok3DrPEby7c0MSG4q1o7BmhjtzKVl6nH0PFADpBs+JXzpw+meRlPXAFkx+GMcFBc95/ooPJ3wyOMciR7zhGaILFq4MXWmiC1Wgqb/PFQiuhMTjpOqpJjzyB46o4MnqCqjzHgcKf3uC9U8D92jVIGlDptiZzcFZQqYs/GT0yeC072nWIaMgTyIJ+Gw38pdMaIOt47IQ/WcWFQ6PylXd1JRXYroKg6yjPyiAeuF0mDWcejT7IB6fwZMCLnfCG29uMGp8GoqFJFWdiNAwou/xopksPjUUbXbynkSYO8jRcvFzVObdKdi18+QHeVvp8/E2HoAOdOiF3mLsnPRcIqZurmeS8cnltPrXKdi5411K4/FddZZIdPldvyu2w5Jug4es2xgwooaeDEGbAx3Aa7qpD6XnvS2S0nExfh1usYrq6H59WBWEdez6arUNwdEtRDgPC8of6fetTOwPbYDAc2yWPvNMZ4pW2QVI66Z3YduTHgN2JkphM9jh6XN70H197Il6z7y1lrqblTZ3lyq86iVufZKHH7CPQGaeLXatUe37KyEEeuhXWCubIEGFcAVYttHvg4cB/8IfGKte5qyc2gqwe+BJc9asNdSKl/UmvEN81EAfHqk77BP3JempkH2zwPMGJ7CkPeF5tsSZN9d8FE/7xLXKQh8xkOa3X1ZeBhWfvg8GVbUN5bn/OZuH419pomcElZeTUoCrHwk/GHuoLLV/ZETBy+JNPDkEaPLu0/ys9NpDGU7nzBvk96OZwXh3hjC35X5D0D2E9t6h5oXHBiuv53MbJU8V5SomtVr//yMM/zztpvrl95UtfyFeqn0v+ue3Tn/nk9ulPf3r7xeNPbM8888zwckvqmaef2X7+yGNpz9nAei5vRo/vnw9dFy+58zTyWIVgPysi7Dsvi8tKCZ2W3U061hNPdJiNxIn5ZPUxBjh//vnnZwKCjpUeB7/2nit9zNRP6tmKiAblKSd47KPMviCvG1GFY/fAFx95MwAAQABJREFUvfjSC0OzK42FP5+VFTbXe84esl0meN5/Zix95YXn5rHw5/MdLP3uzfE3t/8jzPSBPub5r//2b+djn1/N/qPf/PaJmfCtvUDbPNji6938wYdA14Muaiw8ouOZK/tYnDbavqBtQ8xn9Lu6el2HerzzrrdtH/jgh7Yv/rcvR6b0ydkv9Pjjj08fe0c+LLpCJnPphyPBfv7mohua2KiQOjH2zgUVQDGhju18Op2UXc6VMhgGaIWXjli+0Hj4hPZ0d6k8MOVdGJUqD13phsKVvvzCiOULcEpXujTgS+MDvvSca5RwlDcfrcJ5jI0jpHgPeK2GvzLoAR//uOneB6GFRleupE1aTGzE8tvZtIGRwZUHXAGOvB6Vc/FdHVdlrg08rSZd2NKia/OLs/JCLbJfX+a8uE03Jo9g8JDnvDGZk/G68xP4wApWDwQ4wlyNSOeYPPRzwDN4Tj1FyJlQxPY6HnD+wOlkUgUE2umVdmgENmdrL9uQTR1lgvpa/DdSzkDZAWlohobbFzPADKYf9NfEVKd9mS113LE1EUaO/OrsJ0O95VCN86hrcOUb1KdDmSX8+G1ouP2iAtiNXtL46UyC4Swq8oN90jJ6SqOdI7Cy2EjHc8Gegog1CKFnMgFgVg5CZEdPR5a0qsrtj9esvIWOlTTLyurdoLDeo5NJRjrfWHC3yyqLSJnARajxefKH51DfeQwjdlgymoBdmLakb1iD0PhhdJgl79Rn/W1WMqIcmdB0pSqeiY1BLfUzPpVJwXrHE3vlijTvF2FToZPFmeiFh3fyuFVoAys+F3KlOjDhcSE646keWZwfmEAlEZtmchd6cPgASVY7T/3iM7xWG+Cr+HfyH/SREzxyobLkHipDPnmndc8O57KyuPxJ+aKLN/9wzlebZoOxQ3jyrdEB04TlyyvtvH24/OVrfGrpWrv3vDFYQXnznPONZYMMXmkD9rpM04uM9Xt1fPWFV9b7WlJfzzz126y+3L/94z9+c/vJj+/PHrwXtg9+8AN5jPsz28c/8Yntbfkq95VX8vhwViCeyObhB7Kvxq2OZ55+Nqt02bQ6kwwbjdd4w8as7/YH3bQd+2n0SXyOLa1gkn0mvGyYP+1EXvtcfbC8NRGqTVa/Rld1AfZM7G413UWTyZSni0wMXuPXkWU+i5Dba/YfujAyAXnp2Tx6nRWaV/hlbMkXdRmoqi9tWtijdZLfqeMUzhOXGSt8tsAemhfzjh6++vKLl7YPvv/92//+7//99uex3z/98IHt5ex58dJc9rE6xB533XXXyEw3srdN4JjWPXaYuo89CMMvZrN37FEf0acpfjX06PiWO++c2+/LH87OF9JfvrQ2Qt96Sya0F+LrJ/5+otKbStzQxObIsY2hMQNzGhVPkalgDSPHGZW7OwQaDNRGxyjgHdLK6kz6ql6pK8OrsOXbuLI5D+DANa88ek42dAZ2z8SzeYVXXlhldJNXGaUdS25XYcvx15XndGuhie5pBxIyOdfg12SEc61B6pQueg78GvDEi91qWw2tMoCr7eFy0OvDUT9O6Lx00XEuiJdOq1FXxxn4dzxw8htfn0aXnEL5TtOnR/Kssgy30ABbnQs7V9Ph5SkJ8HNVvduALwlsMfCBm4lM+I2/JZ9o81ZYN+qd5CAjums8o3vy06mN7CNM8uJ05zKQ2S9LwvW+lqQib07WRCeNEfjsb7AClDeUGlCt0sG1TGvCM4Mu6fOPIH92Qmad/RBJPE9L7PZaE9/d12bGAk67WPJTBSKfWffkwSYnNPOTQRaL5ZNg173v1abgLXwkwOY8fza7zu1JtgoM2abtDU0Sa3vqLbJkmuPKdK2yhHdehGmFYd5MHAhWG9gwUq+C+sKJzHxUXRPEhABMB1qD4Jo0pDj64jFtI2TV0bwENBOeeQN26o3OM/kjG3450EVTX+R9G66g6fRKrtIv56V6r87TKtpxcHab4mMyZf8b/PnycPyO7dagqBNXD7ny3tvc6LbzxDtWy8AVa4b33GYJPeazuXkmPk52eDKb9DKnl3qiNZZlp8CxYifHbYfDISSuZdDSds54qWAGLoPj/IW2QBY4Y6+0B3H7hfGRqQvtL3x3uw3PwIF1CPLI5Tj2gUNjLy/eIOSn/VL5owVmjpSf1ajosE92It3sRzyTybuLuKd/69Hsx7cffP97230/+H4mKs/laac7t4/8+We2P/3TP90++clPbbdn4H4q33Dy9WqTEW3uiV/9JoPpWqm5NasgnuiZF/uFj/01+gkrJ/rE1S+mjWuz+ZvVpNAhO7nVy1Rb5F6+tfpc9Q7GxS1Z+ZdAR/naBNONTUKBzZevx99fU0/ZRxPZ3DafLQS5UnDR+vKlF8c3PUAxr2dgojQbMmiT66JhtaOcJr91pJ5W3ZLj/M23hHcme7fdkg9/ZnU4eW+5847tox/+yPbP/vxz270fvGf7xWOPbt/4xtdzQfzC9oEPf2D8//nnX8g+pTu2e++9d25/PfHEr0afNSlEea+/1B193GLiE2QdPw5Pvj+Pq0vHkU3Q3p5bg+981zun/flAp43d7KN9T18aHG2b32v/v69wQxObY2VSTmhjqNOAqYMrl98GwDDg4XIiAbw8ztcy5asxpBpTBq9wzgsnFhpLV671bqdDwxonWTzBwKkMYvzEa9Elhk45uE4kpKv/MR9e+dJ75J68lU9EdOlw5IuWgzPiYVKkvDJxfvTYT35x0Rk5kwdGoIsDzIkeSTcffGUAP3ImLi94AviG6tVY/qwyhFYAT2CLU72P8KUl1hDwnbDLChe8mF6OoYd+AKUt4Zfm9XaYt7aqs9AtXhJzy+xVDTENZ+QKjHKDjg5ovf3T4GFA072GV/40sLllISOienO2RnvN/eoM+q5ErnqhVWhp8NfOZMKe/u1a6mhtVH51lnANpu6fzwrJms0MbV3AaMY1NPDo7m8mSNNx8JOUKR67WBZ/eToDso79wlvHoFOYydEOu+BTRqeINy8ZTJmqNUjOykd4jq75CdSsROnGZ09T+I3/xAbersp2s4ITWeV7K/ciHPhQcbgatbx8Oa+Pv5IJDivOpCixAZfMIRt5cbGUnX1XaFMyMvB5qz4pXB1jJ/k5n4lN+K4JDqmXHOrLRGF8OProgGfSG7vMRDWEybv2U6kPL+BkR0+YeA+IAWldeKHJL9CCM7Ikz9tZL+elkYS0vK7e3NrUFrU57dVtjLk1GXxNgr3cMjjvfVW5KrdRfOo6VNSxAc0TdyZnJiavxnfGfw0QoWuAVqdk9Sp/tl6rZPwkNKInPC+B027lXTvrNs5pV06XEz8IwOpf1iArX2g87WVylg16Lu6heNllPX3ovP1P4eWV5zFP/qKjnC9EsdTX1atrXwd/iotkIhF/iO88+cQT86mD73zn29vDDz0U/9m2P/v0n23/y198bvvA+9+/uZVyc1YBHslTUffff//2ox89kI9UPh35PLLNd/PJgVtvj6VtGs7qUOx0W17C14tMtli3yddkR92ui0qTHBdIdMuDKyaO8esUD20TWwc7sDsfGP+NfvL4Tv3H9Ss+8K2E4Ld85Zbt9kwebsm+ILaC/1K2Ltg/5K2/2vO51zLRYvvUu5riC+C0Qe+dOQnhsey66mkEDcLtmTi8lO9kvfD8i5m4XN7+5O4/2P76r//Z9r/9r3+33Zb+6B++8F+3b371a9uzTz+9ffzjH9s++IH3bz4f8ZvfPrW9613v3j70oQ9tv8iLCx999LHohb+VpjCLNCYjUWt0XxM89tJRKXckRIa5MAkeO771ThuR7xob2eTNVvPhzqymnc/DNPrhYKTu4Q2F38vPwVL/3+mp1AbGJWyN3IoXNx/sOH1icAIa8jiDSucsdQx4gpiDBHDwdLwdhIuHHjpgxcOHY+z5OlgOIl8o/5ZPZn6Uo43fyJKKmuoKXbwEPMhaXuCKp7y0pYUjnDLwDkHMYR1soZPWSXKYlpef+5xm9eVVvsoFVw7SPSqHWGMUw8WnMojd7xXggSk9sI528C0HO7aITWkBx9EgXfrwhdJqejn9mmCUbnkXl02U2cszK0pBtvdFucZyZr+6NQGxDNqnyeBc3jsnnUTG04ya5Ft2H1+IWOVnEFLLwyt1LH+pk9iMeBxnj+gzdlmDF95L/smeRs8/dUCusG72WnVXdwb1TCjGHCF5cxo0sngJ0lFs4rOXTV6W7cUGAWD46BTIv/bIrAGYbXV8BmnpoTjwq3xWCELAQG/gm9eep6Ont+AWxqwMzWTNairbxtaRm3zaAp9x5aXCz+XV6hfP50r4Qpbqg2NwDtvdh/f3N4W2gXsmNiZXWQbyYkZ1N1doM8nRbkxylv0Rn0GPnLHrXKnSjXFGx0Sp5+RMfZHRQFW9xuYpV5eZp+U3/syigbHkxGev5BaA0+U/8kDwYrZnOxM06dRXbJTf3PrIVXTsPkaZDjz+pg1Z4s+gyU5XL66nNoM+V/lonM9egfOvZIlf20vdrQkoLq9td2QjpXZ3OimLBCYrOWYlKXHAIl+EjXjqXuBvnoiyT23aAf8mffx0NnnP4DOgU3fHdqcunTcsv1HXsfesZFERtRWk8RD4gHMHPG1T7LyygSuMeLXTUzjlbStuo8437AI33z7KhPa5Z5/N17V/nc8hPLJ9/7vfzQv37s+qwfPb3Xf/8fapT31y++xnPpuVhA+OvZ988jfbD37wo+3b+Qr3gz99aHsmuFbW0jQm0HIe2x7nSXvLBFMgN7lmUhPgeY9OdrWZfCwdtf/YM3S0J/XBG9STTwroR/kROmhoFwJ95TukJxACnawOgfd+s1vyuYZbson55qzW2PdzOf25D3XaT7P2lsQucfxpmzsZ5OYiDJ+0jRP6k4/Typuy1P/UTWSeFeLMrj7ykfdvf/M3f7V9Jm9efv6557b/+tWvbF/+4j9sz+Xx97ffdcf0Tyb8Vny99d04Y3xbT4+xhXpe4wqnnD5115E7HQ8TS/bVkkzOl4+czSrQW0Z3e0/1YfQR7NeDTyewi/YqG4A3+XNDExuCCMeYgBXymK5DLaeg9hocOZND6KrEcv71OXRpRobgPQ1oWiYu7fJqAwTvaCDbrCwkYwyX8+KUD1x5xxBOk6exGExNaabC0Nvh0TvKTzeyVjbl0vhINzgHW3nQO6EZl/ChNQ2meGgoF9DXqbIn3mDKszDDP7CVA17LpMu/ssEfWXQC7LzbovLJJC8aeMpHI6KuIzinsCuND3hyCuCdL7jJWj/sEn7ogykc/eE6hyM4fy35r7iFoAyeK/zIV171JXUmuAozcJ3bv2dyKkMaUeg6x6NhdA87g4/O7Go6pVfd507eeiQbJAAypx7Vd/7wqBwz0XKlEvqvXM4qhLomY/YOWB3iaToPdOYWSPRg8mX+5KXz9DmGzARCcumOtgG5t8IQWROeZR8doX0igRh9ppPLsDww0QNP7WZ1PK5WdfBrNfX87M3QqUTHuTIjY/TPxGQmPHRPva+6zKrZlXTs53OlfSmdV3TEA4PTlZ60l7z0yy2Y3aWGTv3RXNHeinhz+EXX0GDDVf9rBcOEKE/iRgrfaAvoWFA9R44cGK4J6rL+a1nxmI9T+d5Z/thtyoOnrpIzdX05m0nnJHln86Zu9SxjVmIYAHhyhl9oeCOwl5hdy61ENr05txa5y81z1XwxdlybpOctyPYcDbX0bYExWJ7JZDDYse26oLDKwl5XTRL5X3h6+ajBnZT6Gz7J9/B77Womj5lMzW0ijBPmNv4u6wx4/Cv1n3lWdEIW3Bgt6TUJgYeeCbG2Nufjd+wYPZMWC+K2i+K3vHVYGH1H26iyBmk02v5bZpAk2xl1mHIYl7JqY/Ptzx76afbQ/DgTlQezGfjxWdX6q7/8X7bPf/5vsqfmg/kuUd7nkv0nTz7x6+3r3/jG9q1vf3v7p5/8JBOYK7lF9da8sO/WfFYhT0bGnteyamN/iltMN+fbRLdlInE5+zn0K/oIcswj55FAPZmIyvOkT6yY9Opf6eMWl71ZNrzSAz46Jjbs4BCqo3P9DjP7lAu722NyIRcDFy9mlSZ+7yL0+Xyw0oXqSy9GrvjOTNDDx71gduvgHwahvcaMm/JI97ALS/5t9o/++G3yTMN49eWs0mjr733vu7Z/86//9fbRj3xoe+zRR7YvfeEftp/++IHtD/JW5j/86Luynyd7N7PB2OqOdvXss8+Nfg8++JPUyYvhq99f/lH9GtN5XVB11eoUbtlgvZvOuG6vjwvkrjzZk7fsuF6MS4HRK6rMKwzWsIHFmwo3NLHB8VixbQzHfOXyHQyiIVxLo9ahaBDyphITu/LpIAOe8yhfHV4q21sP43AGirNxwJSsSUsGi7nPzChyQ9chbz7OFweYmeDOr5YqHD5NBz33fuNc5lJmv+m46CCQ0+EcvPjo4HbCk0ADIL/yyj8ElO766FxU7KKlU9EZgQ+fXXe2ssOdXWwMNqHxATSdn2Vr5xDQENphWZ7Xra3ua9URucmssYjRhLUGvtCIDadOTuitevP4OR5wDJ6vpGNZnbHd/qf1SobjUT2n7lPmkeDaTEMZGSNT7aTMbSYdOjrsSuZ5eoRMwXc7wZUlOSYdPeMJ0ZsfqR/y8JnomPvqOor1hlxXuWsQYScBD/Z31O9G1l2nwtycFQ71OffaIzcYus1QqQ+KLEtHncxe35HLfORKOq9InvLVUa5GveB8mJHMOh+682W+M/8ZyHRWysCQFQ9+wffZZXxnanDVv/IT/ujlqA6DHxr6PwMbOu2UTTCuBNabTsf2QRp9AnM2dUCOoE4gC9tG5S07VGJwdk4bGR0jY+Qi/80X0s7ta8iA5aIiWaGRQT5/6t7+B5MFKq/2OtYMFW0r6fC2ukWeGCFgwdOJgz7rBYva1xqwxdPBp2z8n+H9a/MTj1l2O64+RZl9F1ZrVJRJg9UTAxzd2WuOGSIy2M2Apm5dRKRVBW0mtemDTFCvxC99zNXHAfGc1bT4jUlfHDfgWhb56bRw5blF4js/aGrn2rtVBvG5PJ2j84fl1lQWmuYCa01M12oBpWaC6PbT2MGFz6ofrMNiTcaTHD/NYH8m74WZthY/sCuevYEKI+7YbeWc9E8mqMFddZk6CN/xixmAtTn1FrPIz4H++JA81Kc+kwrt4ZNzt2VN9/nh07kd8vDDD+WJp+9kBeY7+UDii9uHPvzB7c8/9+fbX//NX29/8J73bs9nReaRXzy6Pfmb3+b9NT/Oas0Ptsd+8Yv0E9kcnNsuXqlhw/Cl9FcmImkm0S97ojKomjiSzwoCm5PXhOdCnpbSli5ZIe1FM3/LoX8hL33mKS19U3yGX+ibHEdfkYY3bW18KH4Uda+8oo1khTMrIgb31P72XCYML+Y9MS/m9tTL4e2iYe2rSz2Gvkkw++ItpFuLpfiRvH1c22XD7/8h7k579DqSPbGfIov7TlGkxEUiKYlaerkttXq/C2YMj+/c6w3GAP4k/h72C38LA/bYuG88tweDntt9e1GrJbVWUiIlkeIi7juriiz6/4t8glUSBoaHEuAkT53z5MklMiIyMjIyMo+D9ryDbbIKHPeixJF/O7dvn47mTJ/PP/9s+r/+7f85nfjws+k7Lx6c/u5v/3a6Gd+k41EMNwV/AhmE/27lY5Vvv/NOwa0s8ta5Sg/s2AVJxooQNbgzhuVdaAlmsUB2DVkceYWXc7WbBDoItYSc+DVR1FizySstqPbM2l0Jv+Gfx1JsmOUAAnBEwKQILF6nEDwL4sVJI66YIHEGFcFvzKIsz9J7R1i5NHqtg+104gT10jAhChOMdBiDEIzwzKfiobq+BB5Nn4aszEqHWGFojJfMKTvlykcu1++QOHczuvmNYdbk45OgjQPnIW4SM9t1mfItLdm5dKe08zFYDg31VrbejbaN7XNg0GkwBXNfnXkQmLVb4LuR83CLQ9S5kLpp4vfDQEtx9NKBafiEv9MafS0Z89nlwby7mDzKwiytfKgfTxWTBf86kg4FL7Yx1qiXvI7sJizglNDEsAYguCplIvjnELuQQ5ZKwUmadREeOhF/iTHghu7BOdwoq/gjWCb80X7jFjPdfDsrF+HtUwdgWYryZju1wcJXY5NxhvPQRpsiIHSoGpDQrLiCYgFVWpd19DjLmR3Bm9lQbiVUCAdKmTaguS+2g7GsX8EdvJkRgg9vtT/JhgiKtL46vIFbmwu3KZiFAl7TN6fNmS2iqa/WZpJTTo0bNg1FF8w0Zbxq6QVsLE0lwAILPC0EN8rDG4vZwWAAwxcbzfQapuCI2Rp+tuewK7gmQMDrsouKUyLehRtxysarhL16/cZfGzJwQo4vSDcvlHUytGDtMliDV1APGAqO5AdDfQmZJSFOq9bKDfTwkyKD01AiXyGH7zqlOOWUIgCGlAeHCymjFRt4Ayu44QUenEo9PkiZ58TjL0rMyiFkyV79nrzQn+DWn9SVvGUViQDWdtHSav/G9Skj/0ppTL/J6+Awls/82xAakguuCgG2FNrQc32cMeUHv74Bv9pa/B3rFEV6bcpB0xLa+R1OqvLv51DIgj11oEPJBsp4eHgu/Qmsa3JirN8bI+N8E8iJwnbQ4TWOoHDFn8ZBckPODnnBKXZN5AicCQsL41MBcME3KtQvS4Ht02XphocZvtNd8pxygp+SHXkHT5pfls4USfExkJFvcLYi1yITfYA25cNofbk9vEGOron1TLnSLlIWUyC+TqqSBQvxoblw6UL5xnz8yce1TZtyc+jgwelv//5fZzDeMf3wh6+l7Ln42fxx+rdn/mH68svz09mz50te4T04sI1768YttfPpfuq+l76I9s6q2ZT4jfmOVNE5RL5VH8zEr8FzcJ4ml1Lh7uvqLEGUy82x7uD3hcjy6utZwnb+CgsxPxntEJpH9Cd8QcaRBYJ+gmDVx4NL5ehjN7P76OmDh6Yvr12Zrt+5XjzBB8tkNagp/k2uyJPgtuR1+CYlwTAxXKpD6vOFcRMjXzVfDqzkcTlFh7ecdkw+nLt1Nek2TNcunJ/+1//lf06blqajR45M/8P/9N9MP/jed6en4kfzH//pP07/+B9+Ne07cGDanrNsTn52Mn37RvWX3XuemO4FxxfOXyoc4sPF8AGLZe2ADC845Rjf1ruUr6/hn3BUni2zjV3Dhw4dmg6Gthuz8+vKlUt5N1YawinFW+QcHNryTkIMxQkmv3kwYvxnh+roAQixNa6UhTC0TlWD2eydgr1vwePrpTXoJp3Q5dSP/OlylKscedPe5CdwDCz5kdnCIDWyp/zU5Y4BdK4h4AkiAh7XVBFBpY6XQTaIZ/VQNqYAW6WdMWrBm3SOmsboLnCCSVoDYn4WLGBsHIwZAUWIQCXQDCxjMFyxLIyZofJa4EqrTnH3M7ulnI2BIoRO/jSpBKqPx6mY8DS2q3coMKOuhxFmZuRClRW4wUKBUYf0Op66tImg3LbdjGfMRqStGUTSPbhvBjAUU7NsM5f1BG/yLkV4cRLttklHkDHpwwcYCYJUWmnKOTBlqn8IR/QbMLr38lvhMXlTScGvDRVSjnNZwNym46I/WhOkeVcDTpZw7sdSUDSKAO3OZtBajtBDt4oLjKwfrAKjzUPhaBoozzPeqUMTCeg8l9IAJhc+zPWo7ljdDMiEWONj8IDBsuEG9dj+OHbkWHJNTAYnwloYVquky2BFcDlLBz/UQJV0mJweN2Y6A4cUW6eqEuQC2Af8BqWxrAt34Hb2zFzoKF6Acxc+6v6mPkEZzS/oht7aJ12toQfGmtHm94C7OuCMd2eDZvU//W7AypxeRxOUGT18gEfwXfj+QaxA6DH/IJbdnBekPnCCjxJXA1PyUxT0HR9+9W7gOf0kZc0tjnatzksAg1uQXruq/dFb4WXwMdzJO6MpXNltlHuVO7t7X4NM6iKIvXOtXR74kV75rC7kTvn+hG5o9Khe9MtAtCFpBXm6nuo/UXwiYYKzxOdZ+SQdBYMVwu8RoojAL66K4rOUQV37tEe7qr7oRem5A8ZZ24fyN3hEuQ4FRSCTBkf917f5wmTOYDFhSQGpW40DzvoSe0g3Hz8r8Q66XEq/c9ezyYE78RvheJ2xcFqTwWtTFAft+fyzs9Nv8m2nX2VgZXXhb3T48OHp1ddei4PrL2p2T3b8+te/nv63//3/qJ1RgwfHePAgk9a1scKsoxAkLGV50eGL2kyxhL9NWXrS9lIC02b9Bc4a/9Li8YqDkxmOKSfVT1KuTzvgeXQj1/Fl06kqlmaGT3lc3gtk0VAAKATJn4FfXRTM7du3RWlYmK7XpwXCQekHqEnWoGSdOp2Y+pfiTFjqTKpKE4U3Cg3LnAlpVOlZuyMXQrsnd++tvmXpbWeW567FKnPl6t3pxz/+7vQ//pt/M30v2+N9OLTxRKZRYLTfpw5uxAdn71P7avfZ3fgx3avJaOiXeubSN6v9wctaAxIezP/xaRJwDBwnJnJrjIHwRzEcS1GzcTY4ggvKr8kLBWxdKZwUHf09Df2WwmMpNuruzlhMFUABjAEQ3LtmkoZTh+I6ILghaAdMJ6+yCoHJL86FEPlfSyY6lTgh1SW9Or0cShHhzrwrDe1PmV6aqaSAlKUDhCVYQvLKdzmqIBhVYHXe6M75XQI3DCsPjJegSbmI4hAh7ykZNSDkvTapj5NjKSfakjjvnV1SA5T3yS+fAW0hs1sdShpCjHYNb4WH5JUOPoSoefmNh4eAafwTSoTRUg49dMx/481d2awYxUzJ14qFWfnY1TE6ibLUOfA1YK7OFvwqp9oQRpUOM9aR5DMrh/dNO7ObrsNgKf3o6GnfrA73Nk/2gN4wyy9Ig4+Kp2Zw8UUYg9+wCFbZQQ0eKCEUmrLWleVtxidFqtDfXUdunlRfCfjc1dFtV456BTNXs/KiqQIG2z1qh3yCvIJ8xQtmhYGJr0zGogT1p8MnnWXHhXvhqeQ1uJUfQM5wCHel3NTLvwYzh6altKZ9BV/izPAsw3pX5t6UieuUC85AXLCCoRUSeSv/DIeN16aZtjXc3g0YB82lEboMz8o2K2SKdpaNvMpwJXvhXr7UWvnkUWbXM2g2+jZlHwr7/ShjCL7uA8PaNHDH8RlupO92qL/hXl0XmL1DT8+cn4vms7iCMfHq9F4ZgudO1+/Eff2StmHod9Kvjq/n0KpCXknfsLrDpbZ0+6VUVjnW5pm8CVfImB/pPzNJLa90cFTWlaSFy4H3oazp950GLzQ/FK2Xx4RRerzEalFVhBa9tDHkpB1clp1TH3jI0G5HBjA8VywSWCi2y2DIPzgnI+c2JT4Fg4VV5nqWlHzb6c0sO5lsHT16JFuPX8j9aDkGaxel5syZ07XcdCUDszYMOcW5NRO0wEFx0h5W2dX9WX6TNG4BJiRkCxw3jyTrwBHYklbZJnLwgAalCM14y3sXJRz8nabj5RXU33yr3UN+oGv6eMqlgFBsBOUIKbbKfvQ5jaBV/QEo2Eu5yi5tbPS/Md7kOflM8Euxp3gmXSkIaeOWnOPjI5OW1uDGicLb47T70ksbpn/1X/4X02tRHHft2jktZjJLWdu8NcrP7u2BN+Wmus3ZNcZqdS/vL2d3lIk/RZeygewZzVWf+TRaJ9671O8Znw5GwMtgr2YW3sExluEGH4z2S2BSEhlMcUsFlOuseJbMG7m/+d/HUmyqE6VhiNWdE9GF/t2CoZmh3ifNA8JbI2bp5UEkl7xddv+WthGmq3tf+f3hWT1DpjS1rTaYxcwPM1NOoTU7b0GpzkRV3ZVmVm8xSd6twLom2/BuFUzq67boKHw/SjGJIAOvd/1ePfMR/NLVc+6D2cd2bfiSVt2CjqODqsPZBgZb+QRxGFcdj+BK25RX7wJvd5aNUTbCaRVfMM7q997V+avg/KEtz+VUz/kNGYzDYJQB9ai72wI2cBrIlNnBb8yOg8HROJDXc+NS3r6U2WUrSxukcymD8HKXDqzSeCd0+XMz0+fwSRq0wgjlvJmkFNwy/ZIBURJSTN752voKfZQtUAw8DyvHUMI9t9VDufgJCJ1He7t9pVjM6DIEfCrNe5fBxlkpZZETHZ4185rPbIf1hvBWz7rgH97VwRcnzS8F1fZs9GHpKjwotegTpdH239Qhz8gXmqV98+lTfqN14615rGF2b77RJumaN9BDXNN+9Xv50E554ot+mTVi01EnBTDLAxHiHDCl0U/TqhkOB/7lV38fZ5AEyY+RBh703T61FWzqVdeoN2UQG2mj4H2n8bvbqm6h2yyNAculblfD0W2t9qT9naf7q7xC48Jv+d372fvVceKlZ6lpHHjfwbP3JdRD48Zt8W14tvpQEo9WjHZKb4C0/I63wLs6UCpq0jXDTSsxyu7QfNGwdJsysqS8WHLTp02O5taQp/BJzg162kJduAk9a9k3wM1nYLsb5YQqN76rFZ4NTwfiKAtOLB55tZwl4L0/vzN99NFH04cffVj+JS88f2x6/Sc/mo49/8K0K4fssWTYsv3WW29Nf4hz8IdJi4tYHtDDQKsNG7M0p/36pt/wpS3azFLDktiTQ7QQml7/qbt2Ke8RPpLes/jmG8UkquI6nbLUD472kyoZFh43LC2mT/JxsS19+eGlcsy98OWFnOR7NeOKTzgY0NPCIPtByiha5bf+MA50DI/5V/0jRVJ0yJEAwoq2Jv2d0mgpZ3u+kbUrCsQCnx1jUXhkS5bVfvLTn+bsmhen/U8/BQvlv0SRYLWhyFB8wKyO/Qf252yg708ff3xq+iIHHW7ZvCPtCt7rkMD04xB6KW3O9LzGC+fxUH4tSfaEffT3oXhZOUAbig3a4IGLFy8WTsdp6/pRcMyyntMU6pta0dzna/k/4H4L4au95P9jgU18xIVMHaYZRBHNVF2c9AQKs1pehkC5Zp3cO/m/nqcZUaenvFSnZMKuK8wW5M1xakr+YuEhI+E3Ss0QPqojRB5kO0YxD4BKgA6t/1Edyio4AovOjkHzW15LEIiE0bURoXQ28Gg/xaSXgCx3dFuKyTBayiZ4dE4+MmYJ3fbunCWY0wgDmvyuRwI4XAX2xkG/1xSKULV1Br+4Fth91y7Bva8qP0zuQ5CYdlg5xmAnLbwMfMxmYOCvjrxcio73Y0BfGezlKxrnnfdwVe2alQd/grq916aGsdvqfdcrnTRdZi+pNWzSVTnhj5Ap8KQhwWH0n8qj1Sx8ytC+ddmZoDN1+QEhv/saVpCaAYtMQfJRQPoMB/nESePeYdVjrcc/WLb+Le/Au7L8Gx3fHdyJZb6sMrskuAk/109Dwrj8rkEymcYadEqb0Qyf6g+lmARfhGy3D/4EOGqc/b/9lkaAb5dyHvHwTOHsNOmOwQELDn8gShtL16CrPCxRQ0lc4ZsUV8F6u6CsMRmxRDoGl1EvurOkwKH+EFjSlPyNEG0laPARGLsszw27/goO90cwB2DP/ds7dJSn0/vdig38uboOd+/dO05Z/dz4rjsZVbDhH3QLz6Q9wih34BdfVpvDC2P2mnbP6jBgkBmjhYM/G35lW15zh3ttXcxEBOzkU00+Zm2VR98RVrdTvKUsy0hbMzhujoOrulJ9+X5sXrt5unUn8t0SeAKncBYRxwZwHN88F6t16KTMIHXWLpwaeRsljE/FlYuXykn1V7/6D3U8P1+a1+IY/L3v/cX0wrFj5dei/ZT9P7359vSrX/1qOnnyZO2UGpMdB+oNpXrb1u2BYuDb8hC5qw2UKD1kaWlD4m4G3iyDiwlu4BpuGm/o57nfq1uaQauKrvfaRN4JQ44N3h55B9+OdyZ++RJ3nZMTX9Pg+V4u/nnPpK0Oarxy/XIN7Dey3bmW8NE8NCsHp6ohWAdSaEFOsJIsR3bkKZGpt/gI3w6lxRtHSWyNT6GPWW5Jf2JZsxtqIY7J4c5SKA4dOjAdOnSw/OYeRPYupN18jx6E12rnVNI5ekLbfRfx2LEXpx07d+dcoI+myzm5+UH6GvzAmf6OMe7HRWE5WxaNRdUXUoagjIFWOB94h1dWILx3If4+Z86cmU3i8Xr6eHB8Lzw7N5fJWNq51qRNW4fYqnK/yZ/HUmy+ziA9iFVjA9xqRvGsE1ZjCm7MGWYK1M1U7pC4mgk16lE9QawuEyoHqZgsL0k7mmwKIjRSRDGlZZZShpKonA+j3VIs0o3rPQYaToAYJ/kxlGv2U5wOz4l1CEczPh08zB4i8dzfOPtAJqfLe+mUOkIpKynxZjqcNrsIJkHblaWdeVFErTbneVO05vZdKAGo82WrCuYpnFVjtQXLBgur7ssZuG1rKRwHfzoenOmUDQPadFDnoyv4W3rAsZpQGgIDDVxCwTrLqKzVZRNyymWBUN8jOiW9ZwK269VuccpVpnjldbznDl13/25YxZvZSAnP4isf8qEzzSb8wbzLoa4tNoQ8a4KMBmGoBIswhNRoJ3iV6R24lN1wjQF64Ec+8Q2XZ7B12lonTmUsD6N9Y4Aey5nEFoCDh9BNvnWc5uIIia54YGFxHGueVKUQp5CCySy0ypvxgnKKBoF7bdrLWoVf4Fa7XNI3nOK1rdvsGcxNo4bfHS7cpfW+Bby2C/oWh1NNUb4BOVkqj37gqglBBJxypGmcela3u3dw0M/uQsPu/uhKWx5mRieNvtr5vFeeS1Dm6ku8tPjAc7/r9H2vzPnTOJOu8L0qj7oaVumV6XfDLU5dAtHETJ8K459gYMB4A1a8ODY/4AWJg8fqi4Ne68LLiap4xwTge6Hqzwvbu1mMHZM/l4ENrHVE/6zuTtu48duJstrT9Ol220m4cB8NYwnI4AdOaeysuX3zesoe/ISeFI3lZQ7t8WHJRBHM3f/1LRcZSenwxe333ntvOh7Ly+nTn5dSc+TIkem//vu/n448/0IpAk4ONtGzTCXtL3/5j/VJBDynLvh157DOejx2jw3LmmUpfCkNJdqzNoE9XBU6rMgI7YbQxod0q2nZNBQnv/RN+/EOj46xCS7H8iiFakwoRh8a3zW8HV8VbdqS03b3PvXkdCOwGztqUpZyaydQJq/YwVgGrjrXp+6JSnSRG9/kH4lXPBs+Q5s12R1sYwcL16b47DjkUHvQb9u2LcH7heAkyk4OALwTR+sL588Ny0wUreVsLb93zzi8Nji/lLbGAhYFiTy1/LSYCZvDD3flu07no5A+jJxav0nHxo+r+mLgGJO90X/xPNxRvNwFcU89va/4ji+nZUXb+rUFLqufpMtylKbglVN3eH1uKR1nnDVb5XyTPyuj3n9GKRgAcC0YMSCgMaB7h9GQMNksjtNjTVSToBmq0xCoiIRJMRYkeSdu+NboxLPBKfhLdH4PTVrxng3SzZyYu4SEdyHMmEHnKX4YzKWpIFCEICmIVaXqKUE181NJroUQ5VbOHAALa4r1STOFu/PZARVzH/hqS2Zg1h7MCHbPrCnl4Z68a8KMvjej82NQTMRnAJPVLpB05lJ+ZjMgZTR+G0/uFQJ2LXOkbubIB7koUN73QAQuz3Dalg55tbHLxmAFzyrBKV+nkxcttNcMkBApwZEkg5FHWcqUr/N6J079XZ93ygCjOGnA4Vk9ndZvV5fnLp0LvPIJNWtMWf1eNFzYKTbqULaByoAX2JIWnc0wxSlHusYZXFN2mXmHpaCVIDy4klbdDT+Y5R+wehN+iVDr/PyF1FMwgw2tM9u1FCtPqJh3ozxCbi6nx/KjwZvqSHFRsMdgxNqFn0q3z6vCgiJy4ft7UbYJXDgW0E1oHtA+Za7gcvCKNI1TeRonnl2NX/GPQuFu9H1lmqXi6THItA9OlMPgU3551eEZPMpt3nYPhqpBo47wRfNj4ju/hg4e0N4VXgMTGPCl/NIULWd1rU7bcLiPukZe/Of3aoti51Ne17H67tm7FfiGPIODkc6ukBUlXn9Fa6cwq0/ewm/i4UQ5gnYEmYNfpU9cktT7lm2VNsqdeMviBUdSksHa4Hfju+FpOBs36hKX4TnO2voEmTtkOmsD2Oz8rGWPmZyvNFk6WDefiVvwNQO5Btq1GUzNwM+e+WL67NNT0wfOpDlxopxS9+Y4/R//+O/r+04HsuQxH2U+PSDLM9eyLHU3FoL3p3/4h3+YPv3006Jdz/gNhOBv2vDVGM+WoAZvwqWBvC04JoZlVQrMAjzgD/6LCNB9wDtlNT4KF3kP/9ouHbrUclHoqO/2oXPjvBuHWFKqRj3w7pMEZGXTUxkmVWROWdAoYDlDqiz4lBuT8gR4TBXByPgXSSYWgOOOTn7mvik7Ilk8fS5iMcrnjeyy2pYt208/tbeUCMtxJtt2h1EyKUEOk3wYPC3Gn3NuYSj68OWIAm2V7nK+yXU6tFsb2ly+fD2K046MG3Ach3XjmE0ZgQFclBq4M5HS7uLHvBkbfAbO+WEePXy0vuWFH+EVrtGzaJoyQ41qkyVPik16U9H1/1fF5hHDBNkAN3hqLEYTvPe7n2upJnHOIikBP8sHMZ0PQ2AGAbLGcyORdhdEpPkEeFlighydfcAStIRP1uYPuYgJ7ABZU5aPMHu0W/v0KV46hTp1ZAgHAwYMeClbhx2dNn+L8H1EPMfOShNfCR+5W8pMR1tqW2ve4UV1e+dEVw7DvtdhoLN8weQbtioC21EgQ8CsGZj31hvHMfhDcGM6F7zAK3yA2+UZjupKSdohXoAPQRrxq0N35IpLuvGxzqE4iJO+83E67vRdd9dJwcv/FRgCSzOutGBYndfvzutZPX5jcunE4SOXeL8F77pcjnEG9uqswakPGOZWsz/Kirz4wfMYVJRN+RiCu7bJl8lf3LCyoLeqwOzibzSUpvBfCl8uR8vBgw2nJbihvAwa9uxQfoo3q416t0bwjZNkxxKm3Qxg27Sphe6go3YOuiaedTH5OsADQTraMRQE/DbwhR9cww+qeCi8DM7mkb43XuEWL7kLyinhFtzhM8EOCWVIZ7ZsmUD6wo8+GnyNiYq48EysRZAYLCV32hjaWh6pfpQmmVFTKpumrEtDBoylymoLhTNLHvBKSRr+B1kCzvIiGjtHZE36HfpqE76RT98VSlh+jf/B3O2sRPkjb8d3GU177VWeO943sLISqEcaOMS3fjc++i5O8H7gkaJH6Rh+IF5LK91CDkZTB74Rhj+KtKwFw2eBBRKs6nSRFQbR5iH5wGQnEp6Cd9+wKmfP1KGebitaks/oDAbweY+/i86px9H2wkp76mfN/K9du5r8d5JvZwajtdPtuw5yS13pB7b7349icf3qlfoIpYPzTuVTB+fPn0/eTdPrr78+/ehHP8qW3wM1uGv3muwYu5vJ4vGPTtSnE95998/Zzn0udbeiUZAEfxsjr8eOTqfX4gFymgWgeQD8zaOUCrwDX94L2iwNfHrXONFOz/DgPbo1juTrdHDVdPdsyab5Rl7v1C9vXxSwgV/9dIwZ5OX98rsLLKGl3kJT8E+3AW2l1aESmlfAnB+Z1IRGqR/+hFs3b5RiszE89tTeJ6Yndu8qJ90t4df7167XEtVmS77JT5m+lxO0wa+dFGIHj9r1aym7lr5S7ZnT+Up6eH5rlvzWpM+ui3LCMiZfnasU3pxLHwTDg/hdLd2/hy3H7+LRMSahw5Eje6YDWQaDE3wLxz6uuWfPnjynH+OdnTtKjow+ExqkDArztxUey2KDcAICABqBdTTP4vrdV55njATZiNVlSNtM1nHu43kIkfLJwSQOhorDsDII2HJmK/0/jBqkc7aFmrFGnwE0nZ3VhLnvdjqTz9tjdvX1BflF8MQhIsuJ1tVOJqN3Qs8iRrkGvCHoNJWAcmaOQDBV8wcK6t3gVQqDstKeAFgsnTTwk9KqrdIVc6e87kzelzAITKwyBdsj3IwZuXaYqTTOwLb6GVzimhbSCzRu+Pt62v6NQRtHnV8ZyRE8rygEq2lfsMzqr7blWV5Bug5dXvOL3/Kig3yeG1551DkDuzrqmvhWoYkiO33QMvBn8EOTZFAOoSKoCy7dV5evvepXd8Mhrgbfkveeh9AV37RpWNXv0mHn51NWcFq7BQIDGL0byknaFNSz0nWeB9naLA+lgIUjuSPvgoskBItL68Fi0B1wjXaNdgyhIT4YfgS/8sW1YNd+ZXW9nr3H+xQZbTKIm/V7lk6b/e58zYdQUorNzOJYjuhJP/xqQpOYy81mcXnBnnqW0yblKkvb8L8w4K5k9UxxUffG2r4+BqNSduSDt1TetFCWID1cuLpdq+/S69edtnEgXv343L1/e2/wkseg5Vnb/XbXDunRX/Dc9Xn2Hi807Vv5kr/zGqDVN3BKIRqn2frtwEB9c7R71NV1g20oQIN+Kwo9bAc5ZEr+gUNoHKlLaFx571MXFT/7PIl34l1k2twca8lU/hrdN5yUqw4UXJ+lmDt3bkwnjp8r/4lz+caTU4Nvx5eENfvIkaPZlfNS/DwOPVoKo7xevpJlqg8+nH77z/9c1ho47j6pHvXjH7jwPCYpQxmDv4Hf2RJc3vvuFz5uGvRdez0rGza0T+g2+q0OuNVPXE0rEwk4SPEVDM74QH8giygDFH551O3eQbl8kMYS06Ajh977oSnrkiKLz2UoeoFtwFV5g/RSaJJwOHCboA1ZYpK9mC3uD6LQbkgde6LQ7N//dA4y3BNedSioYAl5TIbwSn6lvvS9LB/eT/6Yb6KYjAnzZs7NgYuiauJv2cxk4kGUFlYUuANDxFLklh1ykRlRdqacCWWzy7q0Bw/pQ/KqxwSLLKH0Xr58uRQaSo3l0OL3lEnhr2/u6UMBejl9m18iC+QM5dWSb/LnsRQbjXEV08yoj2EwHeL0tTqdtPbNmzl77k5XpJiVIQ5zK8dzE5owRDAfSZNUvDIwBA201rO9j9LD3Mc6UgwcRD+crUM6VfF2zIWjY4zBbTA1h95o+ZgHBdMuyF7KoFPCK/XxPgcDpmY5Ur+kLktMfrNK+ew8r287WgrmvMcMni3DdZy2FBcGePGetTBFFHxOPcYkOvj6lM/6pGNYXwe/uoDASpXGl/kRrsEBb0MgDBz57RKaHtKBK39q4Nd+ebzvtN3J4QiuvRPM9CwNGoy7bDDJj8E7NAzSVH1577lwmkTed53K7ueu6yt5QkMDN7zdjUNjCzuzOFYR8JgBFYhpm/fK066ldCKKnzrEu3RmptNhCTFUB41pYxEieM1LUaqrR4ImGKsoAwiec402JHpWp7hyCgyqDExDwPjKMGGXZAXgGLxLM0+ZyZqg7AHbwyT0i/m8PloJf6mfP1QlTSWlTAReFr5Qo5ReuNUGV+Oy73DZNHJfTbemiXsPoJ7lZUIXN3C3UgY+JtyFodizJuAREM6scGlFUPCorq6zMuWP8sV1GAPJbMDG5/pu0viHjhv0g8AiVHzeNd/0b+1svql+krZ2Hvm8k6ef62EW7x3BK18r9Z1XXNcFZr8NdF3H4J0ubbSZgG/lJqA+aitYWY6VxzJkNxCflEBXM2203Z4dNXwdyJ1I1Miw1GnLbWDsQREf4xtLd574aDXdpHMJjRv1ifO73uPJlDEmcvAOgigV6VNm6NKh8ZYdW9Jnl+p7TioyuOvDjuI/98WZ6b1336tlp+s3rocf04bAcZ/CfONWDtf7ss5F4TTsfLFzcSL96MPj0xtvvJlD+v5cSgkcaBP+YelTV/fFwRNpY+AA86Ddiowb7fNhU0si4BfG33rMn2o/WTd7bloqS1vkFSfdSsCbflsqt4to01A4k4bDa00IcoowPJDTsg7YgqA8F6wAyg9yYMA0gztIHDEyjb6tHrI8/8tyob14Z93a8e1AE1A77bhGkIMbsqPSTqin9z2Vbz7tmjZHibh+7VbSRDamvhoXggcK1liijzJBiQjv3ovi6dRjONa/LXErfxynwMqVdHk3eHwc7WEpyhjrPK07d7LyAF/5d+defFFj2ZHW8hb+sww1aDpkPbz4Mjs8wxucOxDVjmYsjAdTe8rIxD3W6W8rPJZig3AtlJrh3F2rmeSrzAJkhNZhxuBczzPh1mXK7+ryik+TB2HEQVRpsDlAq/JngJIek9ny1id0qq2+LxPtFhG9xyx1KFAEGMEAmfOZ/TOVD/P6YES7T/zzETN1qI+QIwSYjgdsY9YGHtcwtxsczAKGkJc3BdSl7hZ0aUbV73e4KM+BFTe6DAY5fEwd6oNnV8RSzeq1yztl13bwdALPq69OI13nL1i8SOh4sBlA4E9YXYY0rm6f98oq2gQfs94z2p5yBl20RZv0jfHcv5XddGpYhgCr5I/yeKj2zvBacGhfEGOm65smFBlmYSZqAwgFhcKRZKmfcAlt0q45V+HabGUozEWrvFfH/Ly8QxHwG1wD3pF+CK0UmiBd5/VbWnmEbiseMRiYkQyeocA7up2DOWV74M8uivXrbAXF14RYFJJYHNNIVK56wOFkabv/pDMLEgp3eafqMasfuE+Fj+CT18A72jLy9LM2VNkp00BuEEUXAgf8zQur8SWPtoqrEPmj/rKGMamHHimu4rSgcTlwhDfR5au85PfXYUJHgpWQdE+SmsWtPuRxADADI20WwKzObpu4LvsRzInzvtO4Cx2n/fBBqVEe4WyWSRi7lO9SbsmC1P2fasNIB/aZAoGsoXttaQ0i5G2FUV1vv/2n6Q9/+EMpKE/lOz4OrduXAevYsRfqa8vqIKeKMyAETlJ38Xx+52cGsEymMnt2jlNqyzXaLy94mqbi/e42sxKu8D8VavCcYxLAryx+NvLjE/hxHg2F5a033pjORLGx7HQhlyVJSw2Wij2fzQF8N2INZCW/E2WA/H43lpoPc50/fyHlj10zA18Dr2NAHAOlOvXtDo55MJF5+JCD/WgT/tJ3BDzmN1yTFjM0VJz+I48A/00/vMFi6S6v9jVN/XbQ4vgwcfpS/hmcnfVCMWWlkWYoQAOvrB387GoiFZr0+5EmtJiBZRINveVwG7jAnLejXQETbcFi0B/1BBesHKlvfZaldoQvn9q3d3py7558lDYH7GVpyuGkpXCkXONKqq8xDdxonMyRMRuKdteuXqvf+CgiJsF4gq8tdaVNxa85TZ0iNbdQfjZwSOG1hMU6czOn6lO2tgcWp6R3MD46SBIebff2SYnFxbvVp/G9eG1zRMmmXFruDBv0dg1qdmmPf38sxQaTQDKG0EkAilncEd27QdTBsBqD0aQtxvE+MEsjaFDFJ517pxsdMAIkHJEhICl1Y2UznXH0ogXeKwXEbigOb0MIjZmaM0EWs05r7/6A06yAYqJOjILZdXTMhAGG4MMgG2IO97u+bJw07Rw1H0Zi7TCzgAdMM8rkIBuX7pSt/IZTvhZyrdx422kcTY+BRWglOJXZOIYbz6757FIwM/P9pYqDxzwPPA1B3TgVtxqno86B344HK4XOZwuU9yi+4PvqQLSaphF1yafEQb+v08ybDt5pg/ydrutqGP0W/MZT0sOp3+VgnbocJX7r1t3pyuWLEeIG4fBcNHwzXB78nG+jCaQd8K0+nXX4MChbmUKVGfw2jsV3u93BKY22gavx6V0Hcf2u83T78iZtYGGKYAuCb0bonDnzee3+AJB27d23b3oq38HZGAUHjCwSyw8jQBzfn7pH/YEgL5vXCH3P+Lzbou5qT9bEFQR3LqHx57lhk167+1KOdhjUvfN7zH4HHpTlnToKltQhnYuwNgEYloPxG85GuoG3zjOcMPW7kV98Dwjyg8c9xaYuFkKyBL1MKmY09jIBLGAGQ8NF+IuTVlzD6Lf4Wr9P3s4nXlul7TTeNc7E7c75KoI4AlkdreR4Vod2uK8OJjXaS64MOFZ4Sf8ndwh/suJmdh5x3Lxy5XLh+dp1B9ldrYPWdubry1vrZPAoClEuDDZBR5UJPnCRT3UEQA5M9LX1sH7atKJ4gatpIE/DrN19JUfSoFfu8J2BK5it/q2s5eV78d/YWore+fNn802nfIDyo4+mc6c/iwX85hjIw5Nbk+b73//edPjwkcC1bnrr7bent//8btrrvK83YzYAAEAASURBVJJx0vlHHx3P1t8LVTf4KXYU2NqdE/qjiXj4xXtgH+3s/qpf618Um+GQ2rhQ1jhOZNAFruSvMCOR9lP4Xcqn1KhLvX7DiXet5NfZWTO4vLf8pB595FHZqQALKLt9zzwjFp5qnhNDyWCmqE/EhFiWhwZ9wisZJ5K8lFQTH+PPUrbN13iWNvOv2rJtU6w1a+qMHKfG+4wC+b94P2Nu8BwmGXCEbmBxwdfaTDzm0y68eTX+UFcv5/DD5LP8dPbs2SifN9LuDfV5BePqnSjy+qM2w/O6tax2UfY3J82ObdlxldWPOzdjsRn+d7VLb7YsBX8sXPrM8DdCq+XpwAE+N4u19X1L4NjzxO70g/ghwntwU/w5I1d+fuPwWIqNBjfRAFQzzlgZMAiiDmINISdOqNlnGtRBuk47iD8GZnEQJU7eyk+IhgF17qGMDMdBStTdfAuklI8wMaFRSyUpykfzLPMQpqvhwZTKdEeEhm+0o4Xs6AAsJrTazg8mZdanD/IM1tJ6c8ezmINSJB0a1V26VYKk25xCK43BqrZ364gzgVI4SJ7SnMsCMBQDMGLIDuASxuxtxDasyuhyxpvBPDrvCBnkQn3kUYy0Qt+Vs/q5y5WmLBmV1q8Rml5aASqdWH75mo4EZR3ZPsPH6vfScZBr/BXuEmf3gG2pt9KRLl+5OF3It2O2bdsR3FgqWT/t2L47eAdD2mX6EQfhvEoYUKAzeHswgqsW6t1Gv7utlTMF6IxlJex3Az1FU2nlkb/zeh44GAJ52bJohIQtmB988EGd5eD0ZFsqWToI7H1RcNbH8hSpFOGUAS9ngyADDGqDdGZFLrxQMEqQK2xYwsBAxGlehsYzWIoCUfCarxtWvwX5OhRfJY80PZCsLktxeNi7brs80qBplym/6xHt8iz9uEKe1LnyntCnuABd2T7EN5xFTZD0zU5L3hhpa1vorPwut2mpLR3nLoC3y6iI/Ol37uAfEyFCflh2HSSmPuUSxgS0gRcfsVawGN6NOR8/Nd6k7zzaMRQCdQ0agcElvXLV+/nnn9cJu8cz2Pdk0ECL//URA4klBrPfm0s3MEXlLyWneBPu9cUoH3nnjJ+wSKVp65M2q7d5tH+7i8vf1LNKniQGTfiHuJNnnHgNcmWleeud6fe//8N06uTJnJ8SJ+vwLksO2HxZ++iRI9PPfv6LeqawfHzy1HTp0sXpww8/SnnD0dZgpmxtpiSgM6UdreAFHkvZSPo+pHLw3RTFYsh67dQuQTtGW3ScvGDlhIvqQyv8p4y+8Cd6onnzTNPIb4rnpk1bkib9Mk6/JrEGZXCBT/7Bu3CYkPrKry/jm5ORjV/GKX3WvWDFvxjCFdk4wAdrFTD6s3foknvviFQX5+GNkR1PRhnYkOft2zbHUpPJSApJqYWn5Zx0p809eai68r7qd1RC1TtNF2Ntc2AepYMSffbcl7lfy1fUn5sOPvPM9PmnX+Sjo2cC1PgQMxwMF4ghE9PSUvqde3T+wrksSd6qPrEtMCnTstPefI/Kc8sBS6ovv/xynY787//d/z2tiUX28DPPBs9xbK8VlVhwLLti5G8pPJZi045CCASBtLrQvJhlmAaHllYcH0C7c/kukDNiEEMTBrKHIJS2fBDSOMyDySHG4KL8B7HO+LgeRYBQ11FYa1zMdIQGq4t/ymIpGYdLmXVgxFg2AisHJSkeVPoZYyZ9d/7B4MulzY+4kQY8wjhFNswbBjRI0oKH+TwOgQBL6QZdVibLEsrDgJQkuAJ/IgfTgyRw1tk88qVNmFMZyhqz2BXY1C9UR8l9dHidZKTRboKqOlX6uPpGp9df0KqFQDKnRxHCBVOqhHPBb7hyF1bKHkITng36DpizhhtyFtzygLthK/gLR0MBGDRgcRhLil2u37YMq29dzJqlBKYc9SgPXD5MZ237dr5BQ8hsiFC9diWHSOUda5wPWxLsQd/4lFhgA70dAU711RTlm+G6w0PDS44IfoNpwJm25Lk/LEl5LSe6pAOPMuBe+lFe4Iwg9yFRnxpwynDVmXyWVQgQu0t27U6nf3J3tePs2TNFk717n6r1e35TBsy5slbEGpW8NWFgHU5huEKjyowdmKFbX/IVe98/gy60HjzBUjUUAzwBRneh6TNgH3gZyl9mhSmEUlG4SdsetTF5KUKOiYeXmjDM0qGTPBRulhEwrMZl40e8C830ge7fYBLfcMlbOPYicDeulyh3eee3uzzgEwyOQpdRP/zR7sA7HgdvrkJFxSur22CgO3HiRHb2nJoOHz6cDzK+WkJ8z54nk8bOSorXUBbl027wmMk3Dm0kIA+c9VOnlAdvjQPwuhxY9sc/vjH95je/CS/cmfY9uXfMcLPcyA/wSqw4Z8+cqUPedu7cVX57DlMjV0L0wl19T6wGcE0cMljfX5vv+gilJJChuTh6lnM6mZROUlvx4TzPBmiMVbI4bSk5ENmA9xbjv8Zh9czp09O77/+5zqWx9OQcnnsLD6a9e3ZNzx09Np3bdb4skvKyyOx58skskzyZbchPTSeDyy/TXlZWeEAjGznIEIMfyyv8bY4iQfHnu6OZ5MfwncPr4F6abvsIZsYAtKhJZ3DZ/JCiq2w4MhkqCZC4ep84S9cUVHihUKGlgG4CZZAiJw2ZTrFcSt+9lw86WpJhKeWvEuTpUVE2hhXJYOwfNIY0sdONgMf1CZ/YIY/hFyx8JVNYSsg9cIkbk63B0+vXRSHIK3IDjvC2HWZOE96ard07Y6nZHavJ5sjAiLcUYfwYrO5E4gw8iXTlf/Dgn/GnfHTyOZfLsdaQuetzqN+Vq5en01GwN2Un1Os5OPFHP/7R9I+/zGGK8ZeiyB04cHC6dvVGlhVPB96xY1LBL77w/PTaD58vR/A/RNG9EisQfDoAcNPmKLs7t4deQ7FzwrGVFcqipUrnFm0PnSk7ltd97bzkTGBdCp5XplszRD7m7bEUGyZ/xAoWc/dMsBNsTNcDtGF+zuCbjm6wcjJsyB8kDxNBCbogny+Erz9bYsH0OqKGPghhr3FIy++8yOw3psYgyzP+Kga2QyrvLc1wbgqrFaNgiOXs20+FGQg4Kg3BLAJjc8aFVIy68NCXn1NO0mC+oZxkdpBObQC0/RdzgBd1x8AyhDmGBDPf1TXZ3XIvDDuf9JQf2jpAmTNx4MP2Q9D+aL3KdA/rB2p3HUBc8hi4tA1++19ehfbAzPsBp05Rjry5i8dMK8pKciaS0LYtWFkG9po1qzttJlTkUU4NTkkvj1mqO1wJnqXpqwamGS3seEHfActIA+Ykz18zsFnHHmNi6hv0lL5O2EwvrgPf1EPoJpdBWue0NqsudNm8PubNuTguxnn4zvXb0/74IezYsi0zmCRWF1gL5WmvsvNsWyLfg/E5g3TudDCAjRk15TuCPW2rE26VkWdOdGAG33w63/iMQdKFRhRngz++YV2Sn2C0y0CbC/fx2doUoYOGX355brp5LYdh2S6bpbKtGWCWM1BsjfC8FqGyaePmzMKerB0BqThtWCzHOn41GmOQLNyH3k4PJcwDYllyzBLhXZ/o9tYXy8P7LaTLP6LeJ134TzrtEtzsGlxKWwuBAVgbg43cA0vS65OVHD9DctLor2XJkhJv5aqZqWKTWN4agPNbX6mylZencrCnoOAninbqKtrlXeEvwk8eA9mQL3LN+DZyRoAPF9xrS1viWrmp2X7ekSHaa7ChLKKbck2S1F01phx8T8gqC19sy2C7kCXtjz/+MA6zF+LPsD1LAM4P2RSZsTUD9t5p9649Sbe1BggDnrKSfXYfeBlCQVsKMaFlSafpfnaVPAwfLkWJXZe+c+Tg/ulf/M1fT08//XTJD58TeDcH1r39zlvZYXRr+stfjHeUpYCrJsKmnuFPO0dbIq8o7tAUHoaf+5ltFz/n46B30264Vcb9yMb1mfGzBsGviUH1hfDDWBaaK+X7bnbavP/h+9Pbf/rT9OHxD0tmPhWF5UJk07XM8tflG0XPv/zi9HS29r6Zr3E7guFGTtr1DT7Xs88ciLP/nek8K0GsXc6wKQUwyNoUXCI//MxHoQD4bcs8aSdaUnLsjmO5WLwb5cIEluxM3uKd4NMAvYaCknYt4Zm0xs4jS+vNHxkJagMG8Y32JuWsRUOhwQ+jv1CyLAHBh4nW4lJOCs4Y4IvkS2mv3X5lHQucThSuSUVgT3dPjtxDluXI2SEPRy8KgJoYPtTOjHFpp4M1F6OAoidZV/RSax6MVc2/fm+PQuMwvnJejsPw+lijljPJe/BgHGXBUXjJ+TRp70P9OPhYB7cbw+/rkja8CX9L6BFZzyrsA5xwtSY+frfv3J9uBhev/MUPph++/oPw9u7pu987Nn1+5uR04uMTgftedlztCA2znf+Lc4E1/Jw6fU39ueeey9LjS0mzXAcsWk51AvKWKDbgWpdJc+0WJu9JhdwXQ190WdLo8N6D3OfxIFmQPGvjlvFthcdSbAg8EiOwBCZkrZGoGGtYc/IiPUinm8uZLQZTTFXf9QkiNE7e4LeeLSHdvXuzGI7wMbBiPOuBEq3T8KSpmV1aTrAp320MMtgnxIoQJ0D4XWBGjJ8agrQxA26hSIAhtEFd+baezUUxiVh4NHjwfwjPF9P0jE79hHIdvhbhUjOJtIXz5Now3v0oYzRyKyK1cykllgKX93XGSQhsgMCITvWUn3CqQcNAVYyeOIxaFPbX7xVrSQnItFEbdCmBUlk4yW/mvXYC02lH/GiHtIWDQZ485yGhcBZaeYc2BsZS9vKuYEn8gHnALh1cSwsE2BekKZAUO9PCdATReEBbeNbDjTAXaSCPGZKWtGd90TmCBAw6+KYsORFbl85dmk6d+KTw+8qxl9KJ107XLuWQqpg/zZwesM6kHM9D0QZjzMPp6GC2Q6oU1+SjhINf2zmZy5hsCYE3DULnWrPPewpSfXus6GjWFToW3Q2GliYpYZYyYsJO514fQetI+bfjj3Dy5InA+TA7GPZOW3KS58XMXin7V3Js+a6dTxS/4QHHpM9l9rI2ZbFs6vAcAxdqQM/Sa+AtAONPpO9RUg3W4T5AFy9TyEqpDy8jbZoQOME68O03voFz7S7+SP6xxRivBA1pDyfBcZCg9JSdlJUiWMUgp5ThRCjDIFO4gq/8827QHFzqAh1+VooyVJL/KYcaVP0pQu9hvnRe/h3JAP9kysgz+gI41CcUnykrdXkefDIOqas0iZO+yk7bfRGatclkQV9Tc01Qkt8uxpH2QRSWnfnK9M8zID+THZy3pksXTmcAvxoang1N7sfa9nSWPrNjKU6RZvIGwDtRgrTRjDQQFUxrMyCbcIwJgAFMHxlLUBsy8D5z4OD009d/OO3OpwycLnzsyDPTzuyCWpcTY3c+kaWdCJDf/Oafp3f+/OfpmcCyI/WRFZTsuTj2ki/ablI59zAyNgMCefawNx2gCxznnwmmWT25TImDH1YPPGawpaDPhaf0D/LaV835/XwSvn07S08nThyvAX5zZuOvx4L1xO4npn/+3W+nm7dvZsfU9mnf/v1Z2rgeC8696WqU+Cf35MvSkdtw6ltF+InF4+bNszVw6yMb1lBcNtQgvi53Ttrk/d347MxlcHdxdJ0LPA8Wc1RH8HzrVhzwM6Cim/7N11GfSeIxsSg+TFtz11d8r8mBdUmePBTgOP7eG0vSY+ISooQmTukl7zZk4sQKzfLAonMvSs2DTHodv/Cw/PeizIS+JTPTJqsB5EVETvHgHKVGBJ/J1LchuK7+WYpvBvooNWQEf5j1m+LvEvjXp059YCl1JWf1U19q57C8ffvWWGZ25IOVOU8stOEcvJhPRixmJ9Jc4FobXl6fMQePW/66n0ng+FI7Y0L6dPWhIR2cz7UhY+qtbI2/Q3k0dmf82RSfnecjR7/znZenbVGgrl2/kjOH9k2vvfpyTiP+Ihayy9P2p/fHark1cmvIk3upx5Kps+Gef/5o+l6sbfG9+ej4R+kXu9JH4kAeGVgTwNRLORx942H5G+LKDZnQzYWXGQLIUn1LH0ajYXtFm28WHk+xCfOw2gTGUmxsSxXm05uG0BkCy5YuyNbJDCTrCdw4gdLcdCwKwliuydJPTJAYSodwnLeOZleLu0GKeIWEFDWrIyDk2WyDmRFDllAOkc0iE1FELykZeAngMm2COXWQ0bUslnjbzOort3kO61adTPkGEO3B+ISCgdAnFMCk7hKIYArzey4LSAhE6EgglbTyuUtjYO387h08DhPqeN/x7i3IO85vAsvgpqOlhqQZCopOlWryjqWCRh+LVt4pv5gn8HFWJYRv385AmnTg8q7gy3N3bu0g7GoAU0GCusVXGytG2aOd3Z6Gt3Ci/MDpGRBBVeGr16sVoXw0W42nGvgMfrP6LEXqMNaCn3/h+bQ5Z2LkaHADtdObOSyamSsjTcmVe57Njhbvr8zKLU+BU7qBR89jx4HfrtoCGU6rtXqzxNRmsGUdIbxqaTSV6LBmuOCv5Ye8W59lqC++/GJ6J86TH33wUWZHi9PBQwdyWOPmUtRvxvHuUo4sdy6EHSQYWoduU7lnfYVyD8cc4tFaXQVv8Ke+mjQEVvRvq0XDL98Y7Fd4VFy3ueisrf7lji5w0vnRRPSj33nHMqEMdbtwAxoVXWFoVoY0xQeBsxJVOqlXlVe/Rp6ieQYsKQx2XV7BGJ6pugJM35XdaeDg6/VK5z3YzRJZ7GoiFvqZcYs3GVuTctaSFUlbZv/Q84sbpzOgfzKdy3LL7l07poM50XVPlg4PH30u8K2Nb8OuaV8EvXoXFuI4GxkDfjzgQD600H7OoTXoFe/M2p3+x+Injy3RBw8cSJkPp09PnoxiEN+a5J2/F4EfnB4+fLgGet8Wsgw2tsvmrJUMAO2jwvfDoGZGnh5WMAWj1b7G1dooOjV5CnLB+chim3x45nbOpWHNVCYlgVX81GefZqfWW/GL+aD8gLZml9ZLL708HTlyePrBD16tZaS33nm74KQYO0bj8iUferyWCciGnK2yJ3gafHc5y8Xncr7NjSgsZKElJ744+ur9+Fbw0YE7lgV1OymenC36pX+TtXfD/3ezBL0QX0r+I5xq9etNUQ7AtJjnzz8/nXbEXyP9WLkml+gwtyZnrZDb+lRwR3mCD/ihVJDXJd+i3Oov3huD3E2CojMNxYZsDs7wTlqGoLkSGQqOoS/PKdeSj6AOkwCyFWOLHuKPgmnSkjEr/OKAPbAtzfqMA/A2b9k47YoP4RNZ5tuepadaVQgOWF/vZozkwBsIRp/PGKzd6E9BJSPwQ/fBskwGQNYvtLdDTfsKysC1P0rpofDhs4cPlmwz6dycJa+/+P4P4ht1afr4xMnaYr4lSu2BA3sjt64n/loU1dvhJz6qa6enk/9qDgUk14T59Dcy+V6UONiCa0ig3KofnzshfilwsFpXnMkXi054Ml3uWwmPpdjQ9A2MjwRfDaxjQEVAAXPatcIsCmCMY114KaY039TA5C0YIBqvmHUoU3pmd98TMZiYGdUyRd4N5hrlq6c7MQYVlIWwOKnWuGn/ISoh8NDMPAFsLpYDs/L+7RkDl5kxHcaAIoBdmYRBMeasLnEuMPTFDGqmJr6Edu7K9ayTgdOz94L6OmhbC2r3TuPuUkeX0e2WZxyilHLyDAPWwB99jyYxPuHQbVCO51YsDKDK8FuZQ2iPWYv4btdq2MDbOHNvmBteaYUuL9h+RDfr2Jxi5WkYlNHtkrfLVoZ04HX4l++hPLE7X4yNBefMmc9r5uD4b+12YubGmMYDWX7q8BkUIyj4veg0jb9wkGKrjsaxd54pnRSfus/SUbzLAT11oGv+1vs16cB4c3zIba78BfAGB9MPsqX1zTf/VDOZZ589nEFj7GwxUPFR8EHOZ545ku+pZJCMeZ6gIAwtVZUlIXzHD+HcuZsZFG5l2+TunGuys2B2cq8AZriCQ/xUAjr0azo1v1EGtQ1s7oI0JgHJWLSYm+3O8A7uuwzPgrKaf7xbS8kKjJ6FxqN0Lr+rjtn7LrPT9295tcOlL87P2tRlKmd1WfL1b2nwl9+cT5WtHHCKg4+NURwtC7MAwOvi2gwi/PQiXDOjSgnaEIUq7dkVP5fPPj81/dM//VOZ1vdHwj5zaN/0dIT/5ix5Gvw3bdxWdZQwTl0U4E3Ja3A2qFS5KfV+FCj+Lrmpof6ZcOQh9WXikMEMjynTAXMXo+iuW/f0tBAH0LuBnzLxs5/+LDxlCSzf/SlZmYEkvIIX4cHF0ohEo+1wPp7hRtxIl8FmJnPgpfnGoFvpY/7RDgPeyShZv/vd73L/JPAvTt/97ndrycFBe5buKVgOXbub5TQThxMnPo5Mf5DtxjejtF+PtWZPlJG7GQQP1YT17LkPsqT3cZahbqZvZpdPLJ8D/tzDiiz4lofrhO4MqgZp31IjxJdTvuM2FjOo2zhCMRp9OgpM+rQ27YsVNEXWIHwjuw/x3jIZlrZRWvRVYwxLutNufal8TEYoPGM5x/uFnBFl8uxZfyoeC78YcyIZ8i+IhVMqRY0J6SMVA9BcGuOqW94kTVmN8UgmMAEr+F2Y9qa/c0p2KCEL2mL6fdWXBJvDQz6PwHpVu4rSby1xL0aBwLMUNgaELZHX9X1BEKg78sDOuOHXFZ4TFdxROsE4LOXDD+yzKK0UUHTXd/D2iy+9GL52XpW+xPK8FKvkzumHr/2wYL8V+VO8nz62uHAyPlRXkzdNTNsuXbpcfGPp0OSff5UlPUqMcUVfVA/Z3l/4LtwGvjo9mZUvPjdD4c64OBufC7Xf8M9jKTacykYn0qtCdnpEGEHndfy2JSDMxWyK2WjdqLu4HCaKKcu6q84KidXQaHjMb2Y0Bg8MpSzrdMuWAcLEa7LLSVpBp4WwFnTq4L3fgs2dYkQQ8BUwONF4q67kpWkGuFK06mvhGsMCFQY0wIAhXFQEURcCGRgEBBPU7V3DoqOBDsurB+HBCJb6nTi/Xd0OcK+UU/2iBIb4vtTV+d3V16HrD9SVxu+vpgXjFEYba8rqBieh5EN3Or/02keweY8Ju3N7J4Dlq+UOoakseZoOnbbb7J1nwSxL3zdbFhqWTqtOOBbf772THD2cm3Djmo6UrxgTAhEAzMjOLrp2fThybsya9JA4RFEyhqRm0oRTD3jKhicwi1OHOl0Dt8MiU5+bCGMTEtLqfHwYkiq4wF+WEgnDdGKm7Fx2unwSk+yZM2dLkd4eZYRyTejzEbgV50dLkq+88p3pO/nCsR1S+IRQMdDpExSOG9l58+mnn5YTqxnuaxEyO8shjyyb0Xr2IULtaR5yd4Fr4G60E/06aLN2WkpjtkdDda9OI23zUpfV9B94TPuD3rZUetf82uk7v7urYeyy4bvjmjYd13UpS3CXdnV8l++9NrjwkAAWeaofh+kMkuSBw+fm1g/ccNhnEbh5/Vb4aGudNbSQfvJ0nLmv5dC821lqORNl2qThfnaOsHyum9847cxSzNo1BuEsp0SgswbVkkOsbLpL85sBvNoOx8FvzZ4j18yeH8YxA/635Vj5rVnauhnLycWcLbI1isPw7Vs77dyxO0sATxTP6JvBYLWPYuSyHlUOrFlSKMU7lTdOGm+NX3iB26aRdJZp9PVQLr5gF0sB+fOf3ym+c/7IK6+8Us6/HIFNGgTk8A2h+nhr+PJi8t3ILHwh8G2JD5IB8VCWzg4ffrasS59+/kWWXzdPl5evlfz1VWt184f02ZlyauUzkgHcYI33LcugpcmPA+n4O7HokAo1q8/7JCvrLYFtQGdxNSbhI+3iwEpy+W0Snbl1lmYcyDd2YKEb3oCXO7FaS+cyHsEdXLGA1IpCCgKz8YFUUW4ESmDXAfIoYjZeiJeARWre0Q0ZAy2L2bp/7NjL0zOHD9fZPpZtKHT3c8LvhtS1KUuS2zIp25blJ/3cafn3s2TF30iBTsHfGKVn/74nM7HbXYrI/eDNab3kHPWLMgE+y1J4LUNe4DYGxioc3uDW8fEnH5cysiGwOUfmqSjzO7fvCo7sustZWVGiHUGgTruWWHDOxuJGUXMQ7fl8+iIGnYyBqPGgJnF2JFPEWX9Onz5du+fUhQ49mcKHlq98DJMc3RnnZ2M7ZY2D9trI80QXDPn7rYTHUmzCMqmcwAoV8x8z1CFdQSTlxMBJ26bk3I6JyqzTWvLmaKGcjSgZwX0EQtKn0SUcwkjYxqAxj/Gtfad81o4h8IZCQLhhNJ1gtbDzLHgPnhLYOkg08bLWJD4ZhzAIoyhTukfl5V3xau7KwjKjxFEmoaDM6hQpq+urjpqyBvOnbvWkXO9dyl+ddnV9ncY91RZjyi5NX6vb5BnMLaC6fBa0UdZQCpTlt1kZzd3SCaEARvnNlLTf8keXoV3dFu+6fh1enpFvtAkcq9N2GfII0grg9E4Z3pX1I0lqqSewwKcgvTSYn4Kg7MZzFRl/m7v53smNm9eqLWVVofjGImhdeG2+Wrs9gwLeMfNf0uHDi9bM4YDy0DCor8t379/gFMqMDFfhvxRYwm84ZONP7celBKodC7YlE9ZTmVQ//fRUbeFlNj9y5GicTrfUTMUW4Zt2dKQj/+Lnfz29/MrLMeEeyqzldtp8PTDmKH0WphRE6F+OI96bb745vR8n0t1ZijDAPfXU/sKN+lkD4HYua+zrUj8hXbgPblfaMWgmHfxqK3y7JzVmKx6o/Hmu+LQX7QceBg2V651BUFnw6O6gsM7j7uq65W9ekFa83/2+01dF+dN19vvO633zkriOd++6O146+VlvWkmuj5KmDLTEGwGxyisZmh9mqruiXNATbF1lCfjv/vv/dvqXN/7F9Ps//DaDwsM6En4hfg/B7HT48OEsD+yIEsQKmPpquMXnmelmMBp1hM/FgzH/yDf8A+EUbIOVJRd+EDuivOx8Ys/08Ycfhj9ulRPu5gxunMrJUIou/FE0zMrxEfynRRpVCmn5M4X+8NEBThofHe+O/nDd9KAwnTufZdN33im+ZUkwQL366mvT97733UqnPgM+PiFzTZLgt2Rq4BhnsUw1U3da8vPPvzA9/9zzUQq/SLpYQiJ7OPTy42JdSYYZvdMnWVKCuw2Bqw72S10mtaw2tesreYOAwJ2lIxaFyC3bjPlA6V/adObcp2XdVI+xh+KofRxlV3g1S4UZ4E1Ki49DOxaUBX5SWaJq+UB2NL9FiJTFLajUOWAcSXOl/9Q9/Jx/tKbix1JqpEv/ZEFJY3HIliiFL2Wr83/1r/426Zanf/fLfz9dvngxXhr5OnnKtdxk+zYrDb+VOBWlJkp0HNnjYG0nlJWLLVEUnsqGid07dladeAGO4GAh9Nm4aWtZrP3e+6SdlpTDyMKMu/PBDcsg3yrWRZ87sNS1IwoGpZwCh/dZjEzS1sUHkPhzlhOZzCptJ+qW+Pvsir/NusidO3FsLzkent6aSSa+Mdl0XMKpU6dqB9TgnWEQoOTgnY2ZKOzYua144u5dfcbYYJyKZSrt+LbCYyk2+ikEEsLMNbW2WFrrEM7WDW1dpcBcz555HUbnXr82R1Mnb2gWbTYdDBtEeaHg6OhmMb4Sy3lxQxBAxBrEapBJfXkdotb/vEgfyY86pI1wD7fRzOfzvDaIqtlM8tbhbREC4MXwZqcEu90dfDOKKfNOp02iWv8jsDJ2PGJyeQ20PTAoR9zXA0aqetK20R+0b1w6zKO6ZnGETAsaAxbnxsqf8qV3+S0fxlhdlneEnktHKDNtBnEBfENpGIOJLdFmK9I2DDoM06wOrm6d3jvltnKhzpU6VmbG3f6GR53yCur1Xl7Bs6AcQqx2qmS3Rre9B0z1No5bAI+6WUfAnXMwoiSD01bFewvMuBFOsdjomIu5ExzVvmBf+URPhYDWeAWPNOpQp0tw7/agrHSEN5P8gyhInIfLN6MGhywnRDBZ2iSQmMHfixLCL8ES0o4MTjsigPr8ixtRajgbPnf0hekvYn0xm0mJNUDeSxs2R7EBKpg3xnfA+TxM5mO5wEfsCGH+CekR4V/lPsyBfnNrCMNsA/YdmPQ1fO0Qx26PAUhbXcoePDHaKi4NTj9J+jwSQo2PR3iY8Z7f8ns/cJ1ZVlb25W28qrNwNsOptOjX9Jeu4epnMEgniPPsLl6+TtflSte80e/l6XI6fddd6dNvSxaExy01lCVVe3T3xNlu7SyOS+cvln+Cb+88kUF945b104Wzn0+Xsj1Wvn379hc9fAtpTXDMoleThiwv1qGdwSGluPrpbDebmbYzSAzM5oALwQdLgCVV25qd3bE7Z5PczoCzKSPJjh27poPPPpP2TNPx48fr4D4KLcdclmvto4wE8pQTRYM1SeL0q3HEwODt1ThtnLkL+ht88aE4ffrz6Y9v/TGWRsrB7VJKfvqTn8W6cKwGqe7DSISWV65ciw/SZ7nnQ4vxUYkHaDnJBqz83lAz+LNnz1e/OXP6TOrIzD1TfDvJIsijKAS+8O5c+mkrbuhpO7Py72VCoI3GgrKIPqDwx6KRPjafPr8QC8ehZw9Of/ev/y6wvjj9MZ9mePtdn2awlDu2j3Nk1V+ux+9D2ZbQWCJY2JRJSaMw3r7Niu1ohqHohVA1sQggQ2lLfy8rWzEK3g1fkgNwQZFMp3EALLpqP5waB11E3nCYvjO98OKL089//vPyXfnd7383Hf/g/Wkx8FIUt6RdlBp38pliQznbnNUHTuq7oyhy6jUOUvi2h28sm0ZXiaK3Lha/rdmFlPN2AvPeKBYcufXjAwefLuWl5Ffwcjv1Kfe5o0frIMW7dxbqKAF4Za1hNVoO0Jb9QiKMXLjZEJxtTRpLgdvj+7P3yZ1Jsy/KWHxaM9Hk70RRImeUtTd0ptg49E9c9324afmRx6IxHmCZoissp488zDEFFKhvKzyWYmOmLNhKOCwCGXhwf4LOAJG0w6GxRQimFvvwKTBYpD5YGWGcEuAwF6FqYFcGJAS7+Y/ZcY11QjsAMIxQTBQK6ASEDMFF24M0yysQWoIvta3ZqE5ljMzK1AkwrcGjlp5kTFDeuKKEpVNUulkcwvR7RGsBKx94tFXZLE0l8FMfnIjzrmGS1qVsd+111grlQkfp9+7qU4+7/PL0JW6ELmf8VqT6pAMzJcUdYwvNcLUt0uwo9aOheEG9DW9FzP5oR+OgcelVt2O0ZST2npLSsPY7Zn34UZbQd8/KJnTl67ZqI2WFQy1zp4Hbery2SLM5Jmdbxa/F+ZKwAjcz6+Ic5ThDb5YiHTBF4bRUSilSpnQC3Cqn8QvOxhtFsXAVxb221Cc9qxdrkN1XyVa4ss3RAPFRZt03clbNvnyQbtvWbVEAwHW91pAdtf7CC8emv/yrv44itCWCN7Pe7PZg5dxiphWhYHmU6ZegcsCVweWZQ4dqFrZ//4FSYOCBUEVjeQv3aVuwUe1RZ+O6+aPp6jccazO813kyyVWnHisj7+EfPuCnf0srTr6OL1qFTmDR373vvE1zAEknf+O1YRInndDw1o/8aXp0Hr+lLZhn+bwT795leu40Xa53Jkl2WynD7NQy+RxFI+8oCXeiqJSSEQGdpOUIS/l45uCh6frli+X/siM+TvvjH7FxQ06Khn/9tOig75mQDdlBEdWfKMB2y3BK3uCg0Cg6BlsmgPWpB1/eX74dX5ZPs632ZKTgFH+rDEYZhC9epHCcybeU3i0ryCuv3MlW8APhi/BJ+NdgrL/qCwNHaK6EoRiik7Y1PtCgn+EFDSk17733/vThR+/Gr+jz1L0vO2O+U07C333le9lluG26eYMz6JCH2sF/4tSpkzl1+Hhm8fnQZZbv1qzJslDgYGEC0yefnIwV8lZ4hTN9nJOzTRs8JiYmkgZzvM4yaQmjJinhI7zDMuAufU+s3MHuHqROc0ssHDui1Bybvht4f/+735dF1JkrtuPrBxQWuE62lBUH/UwiWHlMellnKIksbpzhLXfxUfFR3SCt2jvGGnwZnIZvQrTZhGzgNb9my7CRAZEptu87NmHz5lg0U164taweJvSRJlEItsdJ9ur0x9//vj6d8eWFS1lOirISXmEhWR9ZZvloZ5zVWVB258OW6GdpDkzocDV8yI/p+SNH66OiV6Js37R9PmVYzqY03gwvn82nKoyFu5/I96PSZsYBS+ELOX3f+HLk8DM1EbsZeWlCdj3yan0mVRtjjYFn58Hh3R639DEnDRsrtmYHlQnZ/vBpLSdZRs1RCNLoRxRIO/hMAqqvhY6UHe/JCDQkw003Wc/4DTkjSb34DN3xw7cVHkuxuZfZMSGCOSkUOksLVYISsKXtRp2lAdJqDQqsIOuD4BooDLSJf5jtcQiJoSBMo3UAvw1a1mXDe6ljCMqyrKR8lpfy6wni6rC4EJeJd1hqZlo4IgVpAagQDGnOrRlrj/G9SHz6fb2HXgEs+R/la6Cm2lJxo5N7LyAYoSHAxSCQojRqCDfDNyL3O3mkFTpuCOPMYoIXzq6sGvII6vJePS2gxHnGCK7lZb4F4wAkvy07WSaRb5SjjaNTikMrcBgYlUWRIIQwX5eNOZUlHWEjXlnq7fQ16Fc5X8WLdkk/YFk52VU+cQ53c1eeOt29E9TbOFKOZ9fdmIzr+yaFE9YWW/WHibpM4knLaZdyw+GyHWyVWXXhgsAkKNcFF9qmfr/B4A4md9bDMFaEw+BHPMxChL9wlRmzdf0PP/pwOvXJxxE812qL5q5dOVk4NLibd9cCE9+MV17+zvTTX/wiHf9w1rCzpTW+ZwsRsgYAJng8bakBTJY0wpi1bfKll1+a1mW50KABNyw1lAk40S538KZnBFbgpoxIcPFopc3a4u4S5504M/1aek1u9XrXeTo9fHknvdC8Q8CBfTl1341QEwgl+cG5ui7v4FjouhumrtM79Si/84qTzyVfB2mEphs8CA1jp1c2HiV0qz2h2uYMJL6MbGA1ieILsJiBiT8fpbu26cc51maFJ7NtlRKapGVW35YZtHNhTFrKMTi7O/ECAafOAbexcMBj5n43AwrUmUDxFQkVpgd34tOSWe3nsZK8+cc3swR2vr77Qz098cmp6bPPTpWPVsN94cKX5cB75PDR+jBmOZdS6FOnwdcyJhhZFht37ugAp56lbdqcPHly+lPOpbFsejdWwAMH9k9/9dd/VYpN+WOkLB+wlN+Wdv43lpX4j3166vNY4K+XPI86WDKf/xB+gOvLOe/kchxKd2QbeClh4f3bmYWTz+tjNdZvyTmD58a148h9tINvdOzvURW98Wf+sewILIXz6TfXsgTzWeDYGoWBkkWp4V+5Lhd/t+v5PIBlL2WNZWI8meW0pLOKQLkhH8Dh0p/0GTj0p3bO1pil/4QvYyl7EFjmbaXnhxmYKMjGvpSS/puxKhOX+Si7HKRNTMB/K1ZAfjTvv/vO9Nabb0yXgkfHBLz4wrPBj7Nh7kTJi/U5OHkyvjP7D2TyUuNeaBdeuRrfJbg8e+7sdD2+Kawb8vN9uhiesBSlzJ3x4wvTTRfio/XRiY9r6cqSEQVyQ6y/LLnGZorW3Zt3sgvvVOHMeWt2Jz8Ri+G1q8YLk8LRr/ktUYScS5QmlhKEkTfu4yTM6jXO1IIyfNX9+UDagO4chclWyg66sgaC5+jRo7UUtXPX9sI9fqPsUICk7T6cYr9xeCzF5sto7xQYxHUXhkKRtdQ0ZAzSYYysxZktOX+ghJhZZtghcjq0iCIS89tgKIItbzJYcbhaExMY5lmO4PBBtvTMylfmV0Ku5GwrK4YZLGYQjIBKfnUhiLLDhsk+GFm2NWFQCPQVZYOXTgZ2zEgIuAQlrkb06nctxKUTj3juBiUdXVmEidDlVp2p128XwgsjHcGYGlO1d8rrdAQGYd51aJu6vB/5KYFjti1ew9OsBOXZNWNgMtAZ0Lx3V+841lwasCi/YRT39YGmlQ9pMDa45ANPw+LdgGEMVKCQr9sC1x3ko8Vrv7rc/W68SCeftt9PBxinTMdkH2GA3mN2zCGQKfRK0mXLaGByea+RBgcWHHWpo4W9cnWmjpfHc+NB+5QHxXY01WAWBb6sPuFZsykO8WfOnI6QPZmB6ssSOrsy62J9pGh+EQdia8ovHHtx+sVf/nXtFEELAxietnwRVqnfyRSIDT45/yYD6/l8NoIgRyew2TlA2Fjzth2U4DCLZgYGqzORKPpwr23a4hk9+nfHwcOgbZiE5auWVVYGZ3ipmVXKAD/6gQEd0Ei54Ky+k7rgX1C+9y55mg/U33xVCVf9aXjdXejV8Lp3fKfrshoORYHL+9V1+I3/pR9pBx8yew85Yzkivn/ZIQLuTTkzxbIQSWIJgQ/EreDYp1McnMfEzvfgXpQZy5IGW3xV9VZ7hqVP/5qPhU+d6KJfolPGsNA6zuER8J9+9llO8D1eX7fmTLkrM/Rr2TX0p7ffyQBwqwYB+bu/U9j5wHx66rP6vhhL3gsvvFADgTrsWJH23r0hU+AD3dBY2+BFeXbjnThxopQaSwWsgD/56Y+n5198rpaK+KhRwr+IEuMjlfrKubMXpi+S9oscznYnDs4ppmiP5vifPC3n6uQbJ+xGYQk88C6YQD7CUXCjH63JXT5KHiXDGGIyR96Ctya0gZmVs98Vb/HNzPhA0fvHX/4yBwaeiBJ4Onky2MYh/HYtY+nXGUzJJUuFUUpSUvl4ahvlj1Iq6Ft1fllgpdiiHVixjq3ajybjfECSxW5XyqrJQ1ggk2i+LXGazkrEuhxjwvH8yIvPZxlof+GbT9DpKK2nYpVL164ddj//6U/y/kCsU7dr0gPWjbWS4avm96NEXopCcznlLhav3Iq1Bk+YDG6LYzanbYoYy15N/oMvFsj74UtHAfDfYpGya017h+yPr1asYVfC0xfOf5klzo9ynEpomfc7ssx19Ur4NUqNpcTF5EV3shbO9SHyYD7Oz/rK5ViO8I4T4J999rk4Qx+Lj5hvPmWilnz4QvpTp07VRBOfsiiRB/3eZyE2R+GqfpmxemMmD/LDO579tsJjKTaDyceAhBkggQLDUc6gX6as9IKaUSRuPnEa3PGYxpZRB07p/JjMOulCkL2+lJ8h8B+GoBBAG98YzbaFXQnmEEOHgJDym0mh3tsj32WGB4rw1cF0miQ2oxoIpEDogKk/ZehYOtXolIlIjNAC011bheqs+a0c8dX+lD8XJjM7A8/qdy1cDBCj7lFGCwB4GuV054ITs5WxvOVZXndhMN1KGWZCBnqv7VQBH8VF0PYRtG+lfM9wqyyCUeg6wOVdDxrSjDIHzcdgOnAxyv4qnsDpKnqkLHwBmloSCp6V5erQ6cHRdbm7WGSmWNlqySA8Is3dmJv5Ui1uGAqJLd+bYxqH+6ookgc9DSoUOda3Kqt4cgh67XM1nOBpOBSCJsFerqQPr9VWxMzsPEfHmb4498V04vjxzBAzOAaX27KzgfXFYHUlx5A75Ozll74z/c3f/MvMxg5GaBD+oR1FPabdNTpxeJblQ111+FjKuXTpywws58oixKzPx8xv20S3ZolrbfqMtgSbBT80jmvA37iVRnsEcfjO1Tyl75DQznMRj1b6qNkkxabxIk4esy78wQeOQz9h1D5lypd/NW83HO5fD6vh8r7xrkxwD0E34ptOyuh0nafp13X53e86Dp7gGd3uZcAoHGSkYc43gPNp2p2DxdBu9In4ekRIm+nufGJHdgZlGShWQNYLO4LWZznKFmwTKMMmHJSyFBryu5mhPIpprLBpOpi9N9k7nwnhb/IZhS+++KIEf/krhZluhs76FCskfoMDeJdnIYMUmCnPVzMrVx5n4sPPHh6ytiocFkdtRiPBDBhNDCinT5+efv3rX0/vv/9+lU05ev3116fvff87cU7fVafr3gx9WQiOf/zx9MH7+QJ3YN2Utl6LrwrrAHligKKC3KndSmMpCa34xDhjzKYElmAgUe6dIQVeylcpwHkeFtZQJbLeRLCWRJMe7mswjpNrKivn36Xg26c06vt8oaNjOHxd++wXORF6+3tD8Y5yb1zhylDL7RHmfM7gzEUBp6yiAf4QSi7hu+pH+rpYfDrrQywz+amt4PVGHWI63db4uzy8aTfp7Vj0dk8vHXs+mwJejAI8H+X1VCy4V3Pi+L18dmLndPDpp6af5HMFL7/0UvhnQyZEZ7KMY0DfmHHvbpaQvsw38GKFKUtH8Bc+GPCnusgvS5cbwg/hosAz5RMIW0v+Df/TwJxIPqtgW0o7e+ldblZDVmKXuuBDe/CJ5T/LhMR/fSEgS/h2pbEmkaWW91hVoq6XfIL7m4HxdOBfvyFO3EdeLNmubr5qPeFn3atPb6SuV199tXjAhK2c4aPYOPzWzk8iyNgFq6yhdrflPOpvJTyWYmMQpRQMQWSGOKw0Ga4KITqsY+ExjCFNPJPpfIheM9G8Y7HxxVHKBr5aG0SviYnQ0lMP1IMRM0AG87WGOhukEX0u6ZdDFEwKDh1vRZhh0DByhDAN1hpmKRxJ2wJfRxLUoZO5K8v7LtO9Q6VLvd5Xh0n6EvS56/AVdFycZ3aRtDpDC1rvDRAEmDJc3gmUD86xNCxxnU49BvKGY+BD+pHOXdzIX0VV/WBIdPINZa0Uu9RR6QMjnJtBgruViW5TDx7gE8R3XNcrn2dpwOa503aaipj90Z7ybQgfGECU1+nkJ8SFjvcsvnCkIcl3K7OMG5nBUD6vxIJRa8gxnTo34YndcbiNCZhDI24zQMhLidCZzYq60ykbztAOXOrEP+58X/gwGFwIawKG577m1acy8mCg+PLLC9O7f3o739D5PDsFNk9PbNxdA+e5KDsXL14pAfTs0SPTz//yL+M8eCy+N5mJxwzOT2IuvdkOqDXhXXxCsbHWjF8cW34hSoxZ+pPZZns/1p89T+wp0zqnPEqPo+g5futz4NfO9RGQAb9o1Xh1b77RNm0uOqTdgnfVbwz6WbrEB5Y5dsUqpMFLaSecyYdnWQGqHGWlDfcihBp/XZc7eDo0LOqSt+Fw73eeO8gLDpeg7k7bebuujpdO+eI7fDWN5c9hDUI7csDMlJ+JGShLDAlbpvjIHsJo9I+BPzgRajKXd+s3GOClI7eSL3GaMC6DZ2SYSV74MAUVbGjsMDw+KO+//0Hqiu9F7eLL5CU8dj274wSzfJMiZbMsUJ6C0Rq40Nvx+c7a2Z2znFgHfY9JWaUUxTrBelITywAj7rNYhz6OovJuHGzPnTtfysVrr71Wgw1LlFk/XNklc/7chem3v/1t0r6XfpYt0oHnbrZCUxg2ZyDSLpYqg9utW8PJE0xpZGBMW5Nh0EAPxIvpY+lLjkjQR8n6WzlZ+14GWuf43LmVQ1qzE8YnBlgAyWD9QD70LH6N1ab8MFK35SIWHxXdTZ927owJjY/IWtbl54MG+r7lKWd3GcSV03xEER0bUYbiAmbLZAG8YC5JQxaPF6GuRq3wagqSNHjOGJC+ycq3Od9u+uGrP4ji8sNYYS5Pf377rSztXImlYk8+R5DvZcXa9+JLL0wvHH2+YHOMAAvKqdDmbvrirTjy8hGEtUjmaSGfjOFSES5K/cFDlArxLjKComcS5zMUZRwIzQNi4AytYEeb/Myl3QwGlg9NTB4Ev05xtx2eP49t9PeXxo6zuSg1eC3SkyE3tdnAk/EhvEy5tlpywLlboQ1rtm386O2y9LctfXfXrl0lUyjV+O/MmTOxMubTN+F16SxVHTiQSV54yAdtbZkfRwAE2NQ96Ov5m4fHUmycD6MT0cJreShA98DIJCY4wtnZNJy0rG+6AM5MWFojYZd0LtxCi3Ps9BDUMx+bMKkB2CyAKZ7AG8hkbZFmKBRDqBiAkXaUWVp8BD8CY9QSoKlH/tUCtIU9+IUqPwKpO4M4zwZC7/q3OHnk99zpF/KM0Wj62tkCuPNqg47rAke/T7aCv8tUXwdpU/mj+ut3Xna7yoyaltbvdFQMyorAxErIiq9TV5NnWHBSXuqzxlvWlCJCmDn1NDzgcHW7wEJAg9lVeAo6hlI1w2/SyKOcHqA8S7s++ABZLVXmt3JbufDc6T27lCPAr07iMvPavGkxs4YIgsBMIaplk8BlVkjpKf+HjDZ2U6zLco/ZtxlNwxGIq2Oq29V+Wuqq3UdJT9CujU9AAKm02svhHQ9eymnHn8e8/OmnJ0vxeHLLkxmQ5mtW7OvjBPO+pw7mgLWfx1JzKGd98Nmwfj2WbFJkOfVR7COuC6dLMSUTyOCxBGvQ0y5C6eG0p5agHKx1JeerMEVv2WLtOsI1fWvgmmVr8Oagy1f5t+PcpXehg3NsILJOJg3ueiBYG0G1PsIpI/j0MDMx8RWSv2if/M6AQZsu0/sx0Uk5aST6DMV61Oc93kJH75sehdvAYfcixUMawft+hpNUVL/VJ7550HPHyafs1aG2W4eej2BKkymOvrru/BU7l+Dd87Quy6GRQZQDfcfSGKHtvfrJOo6iD2NBJAOJfwMBWPltgKUUmwyOpSxHEOBJPHE2Z4B8+OHxUrTJxvKlSm7/5Q+hIyvTD/KoL+ifnJTBbenCdlu7AS1DOh15d6wE6/Kbo7o09yJft4QnlGV2btnpjTfeqLvyXn755enFF1+cjhw5Ul+V5wuynGMULmUQNgt/440/lnOrQ9c2551lkttRPizpkB8sVr5WX0sfURrGxLD7efpL4E5HK3yMiVUaEJyZBNXZPXlGXxtL7qQsH7QEt3r0N32PhZU8wdsQU9aw8PvAa2KCH8swfG1MdjfH8T4DRGDJWKQ/BM/qYC1iXStLRvBLIEeqVDvqO2yJw2b8rOQFurrUiaZFDBPj4GecBo8n8+wtuZokvom0YX2+KxaF/9LlL+MIfry2zl+9diXLTgenwwefSepp2rd3z3Rg/1MBIbKU4pY+a8MB69ndWCm2xzE9TFaWGDzEALAQOcM/B058YsEZMmla4sOn6T9bs+WaUsOwFFtylqLip5R38IT+6G0spUzC51jZGP2Gv832LTuzvPpkdlllu/e8yZ3l87uhoYmuiaZxXft8Zd5SXByis2piNx8Lm/OLKPy1DBnZsD51toUQ35uUUag5nLPcWELfu29f7fRS1vXsbgUXmWpVxirKxnx6iYXy2wqPpdgQNJBNmyuLSxAKYOZ0AXJ1eUIl2sx0fy6DSAQ35PtuS50rkXQQXpabpKvPGsSRWJgzc0pHwGyUBCoQhtARCLGVK8RN3TqEGRfGrvxJgwshyoDi42k+ZuZsA+kJRWflmE3oJJY1lD06UBg6aZiiS8CkQIKNQFavAdeAWsIo78R7L76EdOLMurwX1zAjeFkr8l49+VPdaChAqVvnCwxjZjz8Tax7CuL78rvbD8tmhWZ4BGje5DBD+MmbKIPD76lnQxROg8CKYqKzipMPvGDEuK2U5cUQ0IEVzNZsa9AP/qRvfLm7wCWAtQMLCEFTaSgYSWPQFrQV7syAvW88Ni6LdoFnpIljm/V0OzBSPkvM9WvZ/h1fh80R7mo2G6fbGvxh16XD2YmindVJ8cWMjsCtZcykd5x58UX4dez2szU3fkDhEekJxhs3rpV/xCcnjqeNWaPOrgBbJK9FWF++dBGjToePHs05Hi/moLJDVd/1CLpt2clBEff9Gp2Y4uBjdQ8jOCn7y6H9vbW36oAuToj8vwwIF7P84IC+MePJwVZZgrAsi04ugy+eN3tck4+t4lewwiW+JOTRonjPJCR5TBTQ2N2kA47gjRCyZR1vWxeHt6onZSq3BuKUm8Lzf/TDxhflEM2KxjM6SoMnC87UFa4MXkcfQ3tcV9cosvKCHe8KeJBMAWciS06IF+cdOITi9fSB7h/Ne14nW2iAx2NVjbWY46NK+SxxRsfL8FxbbcmztNMgTIkQxu6ZKPgP7xYNpa2t/1W/osCrL4y+q/0G9cXlxQy6G+tYeTzHBH/qVJyCY+EDNfgpCurD4yZ76OUd/sCTZJey4HX4l92NNY2fxbr6JMef3vwWxNLQAABAAElEQVRTap+irBwLzcYyLDlIMXn//ffil/PnskrhmZ/97GflgLwndFW+evnIXIk/xzvvvxPrwalSgBwk6QgM/UvbPRessbLUMkZ168gW2leWe+C+5EHKI8edUea8MlZywcTJEgrLjnNS7ueE37KmpB+wSIDFwPaAUh48puCqb4kZLCkGbw8aj6UWZI+yxL8JfpLMwD8fHyntMamps2mi1LAAJWfeDd7Ee/irkKb05E1UaglPhseGjw3ZNZOJeV+KTVQHE4DBjzI590W5cSbPGOE8ly9OfxYrxI1pbyw0P3r91XwWIIpMgGOZcVaPiQ8rod3Edgb77pPxSv/wYcxAVhN/w9fmWFQ47ZJhEeZpJ1mWPPl5K1a/O6HLU5FnZBqLG4MTCwprjv6In4wbdU+/FocvKeuLG21AGIYHMmVXjqRYWMhkKd97WlpMBfEV2hCFnRJjmYxSS4bgFw7Jtpqz3rCY2ewg2Mm5GFiVz6pMtviKt/LJFHEmRs7i0TePHz+e8tbHupPDS3MvmR/4+MJajhr20Sr6G/15LMXG4IQzauAmWAM4IQlpPehrhM5KeXGQEGWIklIMF0bxXMIPQcyQlBckYSBasLyYUqeAAMRSZg0ys/tQZDIgZvDUGQkCxNDJSj4GTprtgyCMxQiBhY0xXyoLUrVDLIHp9SPhmx9jIBxCSz51YxSDugvBXcqq92HQEs6z92VaS/s6rW/TtGB2ty4NJmvH1pGhtdqUO43b7ASMGKm2JqYSZQlgrs5GqUlGQlasDr82DqE1QCRK5/EhUoJBCpVQOMH5wAmo6cj/D2v/9X3XdR34ngcAQWQGgBEARQLMlEhlybZkuexxbffop3q4D/1X9uiqeuibhstBtsuyLStQEgMIgAQYAYJEzkB/P3NjS+x6u5Q2eXB+Z4e115pr5jnXXP4WrkPkN7YWFumdNqczZ5P83RgQMeI3Z/r8u2+NOlgLrt8TTLX7WbkmZ86cneJ1iC/ojNVL26fVj4u698pZ2NJcnz9XBcz6oB1wXuC6xPYPVCXzXErC/RSbmIK5Fvtn8Vl6uqOYr7mX5EfBwBfghD1wxN4l9S7zeW+uYsKL4lifQ8ZRgrvXt75OH+BfsOL9stzyvRPHN++027GS+hJKJTJb+nrm06qvtonjU08/vfn6N75XYt1Xeuey/HNXBL0ty7pJWqysXk85GxjWB4W0MLb7dlY5dGtLZYvKUagI9K0pcvrMSsM4WEjwgjIn8d7mmyxfwjv+t3hEw0fMaJ7r255se1IkMTrzvBglvEVAbe+dFKRw72wF6v7hx38/MH2mZaEP5uYXPlGHxLYQTz31VPem0HswQ4Fidiu4jWesPhFcrHk4qT4ShhzQh9GpWWEOuJ6937yYJsmYS6kHtzbP4YJx6yd8mihB97gZhrsHvkp8dLgPrVPsvTegzmeE0zzXPSHD0EOMk1KAr1xK0SAkeL6uglH93pLQ2RYs6mhzxdCxak6YIwUx/rJnNwoLJ8M9CeX4xPSreY2Af9cfyLdh4MmfksB6ayz0kydPzoaZw3Pq944d7kNH+oym4GUCtrasWLtTvxyUoislxkqklXBOaFyNl8ljgPf7DzzaXmThWMUET5063R5lv9j8a56az1vKq8TAt8px+PrXv15RtJTr8Imhoc233y5E9atfbI6deGfKEsAT+RRWENlzaedO4U40yJNp1+0Mu/o3nsIEsxDO1JHqOcqNebO5Iq+mJFZeqV27LRUmqBePktWaV8KT69cS6rVtmvE1dD40DQ79DZqE4YTzg4V+8JZRAEfB6bf7rheaWw+rkJbq9fgzBRY8tYOeyhOrPe8Bb/SGP0Rw/bOMcVXMPbPw2GRW98AreGpxh2TkrdsSvuW73Ul5vdUcPXP4cLTx5ODSCy8817YSBwonf1QNpI9mDqyuO3r0aHMKp1OyKMIpYkJJ5toeWddTyOCegpFXw0shcMVpKUQUvymvUt9vJsfIB/RPhlHoyLmbtwbLZ6yL4brIJGOiTEpzaHo6Fhm58nxwlQR/4Ub5c62Qs2R9zy48JsOrd1+50jzXbSvM9pZorFr9ZxmT41lKrlwPj+A+OrqZ8ntHtCZYHX7i4Oa1r35t83cp2WfKY7tQntZjFRq1R97HhUQfq9AgXIMD8G62TIqmhWX/UMeXUmyC+WikdyISCLMoMHUqTL0VpCGgnZfraVoY91vej5j7aIAN3gAQ/bjAAszdtG7JVKoPivUee+dYFvDZiU0eeeboZktx7bvcwE0uwC1CNYgPYt5TsLo2kxqjgZgQAAqXuGM+7zGfhdlgrpHiKFcE9iQLYm71f6zU+s9aMS7IAQHGPV27BMSq8BgDIY1ZIRjv7Wv+9kpEuIZe7FSr/whlFIvu3VLb0N1maBgDgbrj1r1lbxGnCpY+CNF+N5iEd6J8DGGYQG2yf0RjV+JcYJvlWHsKwCECeSbe5Z5FeZMvsFRpDYLjtsRMthIw5ib4Eej4A2aOWVAyMUbCCFDNw2K1NdcxCB0jZMHQoWCdCroszllKiAobv/794Id/uvnGN78142O52SWZEoCoZ++d4G9fMfdPHk1795wrHCOhlrKMuUi2Ax9u0wMRzljPtbW9fikGtlUsXC4Ipsw6SlHBHDBfG/Y1wLGqiwSNFYpBU3K2UTby8BHQvCIE/HvHj1cQ7F9iAFc3Lz1/pPayehMC51JyLlxUOOy5zZ/86D8lTJ5rDIuXiauVN7BG6stS10HIYFfWz8USoO+Ev1Y03d2WldXy1f1P9Hd4eMO2JPX5qaePBEWz25zkHjbfZvu+divHTJTfv305ZpfAuEPwBVdWleQ/ePpQVhOvGKsd/pp7OMQbw80t1EWZYEAcKhb+7JGn80qdL4T2ZG7qvS01/Wjz+i9fTzFIaTt0cMZlK4Juj8bDpt4rF4lyc+s2/IYVXYTbjZkChP5t/4OeMLK+Zk6HTpprlh+BAzfVfskrPnRkLLMKpblsWkYIwA04yjhCq/MJNtgh+qP80DP8veSs9Tvmf3cLgZ7i2DhskGgOzrVr94XyHXZe2LG5VP7TluDwZJ6/2/hXdAFuu+VQ7NqX63wJffaaoZ2FziwUiE8Yb+81hhHAMWxKp/2/KIUXLt7ISn17c/zE8fCNEl0b5rGxsPy352lbKmnXUsrCXd4Axlh4Cx8JfOEDCvfVymycT8HmYTDoE++Ww3DwdDTeSq52Y/75z3++eefYO9OvP/6T726+X7G9Z44cGcVVBdorjYlweeONNycU8kHl8q9RZKIHRotm0TnY6yPPKljeSoFYwkT1zbUIZlv83bddsO1AzTi7NAap1THlcVRx9/68Nfjw5YTepfJ1hNQmGTqIGY9xBIUZ36yA6p2UHfPaTAerfocv21LoyBRCeFGMeyrcUgsFH1w8k4V1HjwwyttnFRLEI3hwKGB3K4mxeHDCwd65wn/4Wd4d88frSD5BxKGz+mKn85yqzcMSetr50M4UywObV7/28igX5sZ+VU8WZuE9Eao5k1Lzmza/lZhLoXsixWdrtGfcYUh/F0rLIxIzChHMcepyfb2bwmcs+HhAT1mJbsJ1SsbUf4vnGzvP75JbVN5TvKNFvskP3lgrmtBGsEqBNW/4NpnqVZTQC22X4H2MtoY8n71t7GqV05Wu8xKRWePhDm6Xoo8DvC95ChnIEspPtBLNBqwMt1t9yz30fvIavzF3jkNPxENSvM+Fb5+l4FwrP+fH//AP4eKWlL9H51vhP9TD6SCrZI1QTAO/5z8N+Uscdc7KCIPQMYS8xDP7HWAgudCP5DdudvdizhiKrO3Fssd8Ot+9FAPIJgP/PxKE4o9D2MHoiUcfD2EeihFbXrhMCFG/YKBJWtz2CzPDYBY372IB9XfMV9/W674xoCGeEMeBWJ1zrOdXBcd51x36SKlBHOv9zi8KDUxZnvftPof75v6eudE5Y+WhWtvVpgNMoASBhHGOV2zOLyGi9f4Rvr0KwS0u1IWpes7YKGPep/+7tywb6BkTL4x3adtvBOJbyAoBuj7x875ZC96jnfC7e7kz66O/wS7iYMEsMOZdIaDv4UPzQYh+2qoTcf7f/OY3I1glvLJOHix+vz1l8Py5s61u+GCWCz4cARj8uMGDEe/V1BqJaOAPIucKB2HK2pVitKOslfTo4NnimdmaAJv6LOEHAQued4d5LB4QoUdwNO0UorsR/a0UNXhlXsLkrgWLbrjdnmZ7VTHtuj103vj16yk7tzYvvPjiLJU9Y1n2x++WoHl6c+ipp1NqfpQi/vL09XbF9wJezBv86nUMC2y31y5L9nIC6lrtw3/MLODVr2VbiE7EnAiUFJoRIClutQMGwiQU5AUOmJY9v5rvJolnzW/WOKVILREl7glQuLEeM0+1p7qxeaUoUGyefe5IVllJf83RFZZZuRdWeqlz8vLLL1Zr5fHos2XmmGWGyK32S5qaQeGOvI+tMTqJoMaJJi2t7Ud4SGBEW8baNSoMeMMd+AonffxNeK04aoxoAG7eAc8O9/zPhzHzjDIW0Bz6dx+cHAt/vCyLN4gCBh8YMwTPKOi9w6ozeTevfu21zeEEURM3/QVrXoC74duHH7y/2Xooj0nFEwl5no1eN+8GRwr+wLahUiwZapTwX4U7b775xsyJYm43m/cteYIIO8nC8JwghSM0QAJ/4Sf1AR3UB4r9A1nMirepYn0mIbJr595Csec3P6/9t95sR/nT7xSOuZL34CubPyr0ZEWe3Aa5ZxTz0++dKtRoU8p3JkQgmZSnQGKweVrmo/5QvgIz5X+ShfPWPFZo5Vvf+s7M8/Hjx5cpCM4EEW8CnuPDa6+/u6JxZTsoM2DlGuXDKqcJ03ePY63dZN5U5jZvYIi/44ZWzQpTm0e4xXPfNC84ErzgNoHNcGEcWRpN8fa98OnFc81Acu/w0OgfT+PtDOC1B3+ETKOrzuGDY+jB2+547MkD44E9dOjw5Cbtay7ce/p0+yIltNHp04Wdv9IHDz/13rtjKI8X3btqg3dmX8YFvoI+dtaGOeYN3LJ1Scr3bmE8xtm1kqzBgIJrgQEFqguTnwSWjJKBU/PEe3yrMdueBZ2ZP/MwdBReoY/zhdCvl0OzyDl8aZFpY1R1j4rXagFR5lVRt3JL/xTn86FY887wco7DAH00Pw5epilwmQImTw2vGVlUu09FS2rlnC0cRfFRJgOvSCOO7y65j3U0L7CxM9CWavXT8O/5z5dSbIZZB/pgPdIOU+7nAuz+wDiGIbkHAO4RC8BDQAKGkJTLcNffMT2MRrEqS8msepGc9WHa73tlj+8L8LKnh7FRhrysIxYQXFgUCzMdQRFymEwT49XD5CIkXTXZEMLh/PLcIsAXZrK065rfCGFVcNb7fTu0td7jt3eu11gKDtdZyNpxzbu157ePNpxfvhfFYFWitLde15ZnfQgN1xyu+zj/u3aW/q3voGS4vral+5i+6/rCQruVK1NcF2EScuwoIRLzGngXwdSQPHvf1vo8uVDGqP/6tPRNm8YrrvrjH//DrMrgHVj6IMFM6fASIAsp/cv/+MfNyVOnN69+/Rub1177xszlfSG++XTwZbFwbDNhGSiLCzyV3bbD8EPco1mUiIh1JhzJBTclAlJa4JiWhvmGf4SE/t/NNbt1K2a71OHZWUw5IzkYNWq6aOPBjawUuRsuYeRyT858fKbw2YGpO6J/75/6IFx9f5ScP/uz/7R57ujRYeCYqn2UotX6QKCbp/pT38Fhd94zYxDGYvV2U2NY3LLNQjdPJ+srgs9S15n+xuB52rj5rfhYlNHazetDYFPjwEAekNg2oY3JwafZIDCGPaGsBB1cAUtzT2HamsfISoubtz7YvHf61DCfD1rh9XFuZNYhb9ielFHKIDc05Udf7Xp9LWZ0vQ37MMPtWdRWqPw2p6q78EBDulHf6Xj8T6Hjb3EWzuijPjngKfwefHcejndtxXn9Xg/P/Pa5GkXPnncIibpGcVhygOBq1n1CobcEM16RxZI9W27JhZS2vY2H2/3hEjpZyUttlkWAnv307Ciljzz+yDBhdDJeh9oirEegNDeWlN8tTHHj+tbw/72pQfP2W2/e41i9t/7viLb25eVYVggygpqD+jpenLq//e7C62w/4BDeP3z4qc1LL760OdGqqI9L3oRT7v8wr4u8LBVkv/H172y+973vpYi+MrQt30btkhOFwU6Hr8eOvT21UsDIxp/qmKw1TwgWOUgUIdcpNVYhguFLKex//dd/PQXxPqo951e6Rn/gTuCaG0qYa56T90LYjUAP/wh1SIBvm0/nKRL+9oEL6NCcM5DRrva1O+fDIQoXJcm+awsOL4L6ii0SUvLhJ08rOsYrocvuPUKQ+EhejZtLMjyeJRxiQ0d9vXHTkntKfgm/eYfty3SoxN/DrR57Iu8Dw4nC+mEF8z5IRp04eXwUqKfbLPK73/nO0LDr8AtfbTCoefCYV9R+SuYMb6SEG9f9jYPBJ1nbWCyOYFDckqPVuSdbJu46XNRf4V7zdDUPC/6xr+0YPjj9bsnLnzc2vBw/EQ5cIg03ypux3PtqipL2GYNgzBM/vL92t1fxfOu2lNtA5v3L0vhoO16NFvbteXDmyfwKGQ19No/4PPyVqE5ZUUIATS3eszsTMrU7PF7towwGRdtBfuNVKH4MeDy3ORgFf+74/f/5UooNxCTQZofT0HRCKzGQVcBOYaSQEHJh6P3bN/03LGs0w3y6fzTIACvsYVUEAqYB2ifDcrQ9EQhgAaCifRPXrq1mb941wqiJpvmb+BEg048QIQKZmjasoibQM97rsxDK8v4vCv0VnM6ZSIe//+cDITsPSbTl27G0vwgNv02+j0N77jNmzyKm1VPluUG4+umaNldiX+9dCV9bruuDc571jkG83uF+SDvEeu+dnnGfc12e59d+rL8J2JotHLAwBlaoeY13plRi8jFSyNc83s6TQFiBv+cdKxwIb0tphaB8m0sxemN9sD1hKAvbmyuWnZUME/bqJVf1NQE/MKw944ji5n1wbWDdOWM2VmPBHCg3LC5CpiGOXoIpbsVcwLUxCSf1b8+ae+OkVLKOFmVjPCsNSNtweylD0M62778/2f2UqsfzWPBgXCin5mx75VhNImT23e9+d/ONb3xjiF84TYgo187AB3AwWrg5ru5RGutkzGdH/WNJfx5TMDbDBeOoG6b2fMq6AdUnFiT4Tugohevx3LpTkTuNTLx9W8/MEHvu/Pks+jMfBW8ChacrZpsigjb0DcPEaMHggZIHD+x/tHFsn3H+b//b/3djtRc4qMMDryidD1Qc7NSpU1PenfX+YNbn2ucdDJX8yKOw1KY4/cXqe/BMya3h5ZodmoPJYhXngTI3HXBYO3DR+BzwxNx+8YAT4Lgci8fV3+5zq3k1lwG2D94Eh+GJVWYl+ye8xogagSdHocq04Y15cGCylIUTx49PQvjuYMytzoC70nJ/iqOVIhTEqxX2iyIG3yTTTwJ24xRGvlpOAq8JBeFMOUvvpEioGCusp0+WOe8v18WqN/sA6S4vmOJndmoO2XvnwhtmbI07LlZoYPssm33t668V4tmz+fkvfjXzKsQ4obx6pLwAr8qBA4+0rPzkFHqUh3Oiwn7v5xm1Skjl3bqaMCs3o3YpCcIAPGneBwfNxQLv22Ns+u2DN/OiX8p7Zd54UdZ5/CIfotSYy5XmQdhv9Kx9NWbghfmZ5wbnyZAMqeEn3dv9KvJKYl34Z3TUO9VY0Wc5RwbCICAbLGKhVIxCkztmUg3uFZ6EVteuVv8n2hhldAS/fsCRRRHaleKzv3ozD7QYwDJ6isxj5QDub5PSO83x2bOqL5/OA/3W8DSeB9sW8KA93G7cDzWn8Jj3hOLCE2O1nQHjVZfyjm0Px+RqmQvKKPiAC/5lCxV/E/7nC5HawuDBB/fWj0drW5KyxSvxq4Z9I8+LkOoeClH8FE0xYu7LOOGFRQH2tYPbVws1f1abDG2bvW7fxqO2yCr8F0/iaZXsLUTLeLmT0mpDVrVzdhceFxWgTIm6NMgx1i7Hsxhte+LtPDEcEWN89O4rjYunU6Vuxo42P6yoHyfFM0eODF/A94c38KKlXCp2OAVqIecf6PhSig1LHiE4TAgmOYKo38YPGV13PjDP3yMkAztkJiisDEEEmKy9LMSAIdZzzz9/T4jsGeby3HPPjTvMbqkaXwgQE/PekV21tygrLJhFaBHinWviFnd0z/WfPkLAEZ4xDf3UH2065/oynqVUvWsroffCude3wzM+2vPx3HJ+6Ytznl3vw7DX9t3nfa6N0EPUJHB9XNvy7Nq3tY0Vxp5f++nbvQhlGE5/O+cZ2rNrnlvfBy6udWruJxS4OrfkiYHsUcUwu2sRhfsGLjFyyufErJsGyZPbY96Qewip+5Y2ywMYb8SuqY7KC3c2bZ0Com7G/ipY7i03gxfgiYNPJaAPbx5W1TXro3qp41EYj14MboFL47xWrk1Cg7JiHMMISiQehaZzcIgCTKG6WQIv1YQ7eo7gwG1r1Qp8YbFrQxiu2++Nj1XfVQAxB6PgpNR8dLoQ1M8350uAVqTNdhcXYlw2RVTngzX2ze98b/NKSXIExc3GDZ94RYROKOELTt3rS+1jcp/nHTAeqwR//rNfzJ49zvtwQ4M/xQbh18D8Di3C/SWk9LVXX2vPqT/bHIjx8oBy0d9JiaHYYdyZ/r2bx1QyvyTimHeMD3M8f15eTUX/6ou8sl0liL784lfn+n/5L/9l87//H//7MEfeIZ8///P/ZfNXf/XXCZIrm3/4+7+f8vqvvPK1UeSeyJrUvV27Cj81lkvhC6E1lmD9wiMoBOrhwIkb8nHqn80a4SR6WMYMg+p2cwX39c1nxT0wXK67b/lQdB3A4uOflY60PzwGnwkvFxqK1uvLsqt9Y4vn0IO6PLU39IVA+vCD08EzGuj9R8s3eqxiYj00+Gn3Yu8BN94OiuLsSJznYNnChEfAUvYUufZI4n63V8+3v/2tzZEjz4wws9R5f96gPVnacs54GnfWl9t5EuAZBXFCvQ0PLGZPqt7Pe0iJ8dkXj4Tr56tWPDvMp/S4d/v2PYVBPih5+FcJ4Q+6Vhn9FKbFexe9R8OMFfNDgRDCvNW83APlb+FuHtY5AFo8ZEkNuD2hZcaK9+M1rrl3VVC1bd6c9zF3zq1zSGG5m4AmRHlr1vNjhHYNfMGEJ2UJc2XQRhPadIgE8BoIPbmZAuD9+kzBoSyZL3Qk/cDcmycr4iT79s/Meai92dEmp7sKNT/z9FNFBB6IJ8WbUjLGk9d911vt9EYJwJ+eKRerMOVSbuHsePW++93vzP5aPFe8zwyHwdl6ZcUdPjE8KTxZeTP8+qzQ4em8vBQg71GLCy/k5WKA8Gy4j8JkY9AZX3RtHHK2Pj9/LhqUcoCWGnd48kg4Cme3bmtn7Tx0FJ8pfdG1MxlfIiD3BaPH47MTyotfUKDdQzYOIXRdON+2B2BI2W4ahq9dk0dTX8lS8w7X8HWeGvNiDBSYkynRQlLm+/lk+BiutcvrczKPofwcis0j8a1VkcGTwKHbwk8yaZlnc/37Hl9KsZHQtCBNDDhEWomB1ubvsZhBvX5i4r6dw+xU54UEhAArwN9Wdrx78kQT99m4sA4fOhSS7R6tGbJBTkxRrQ44jokt3gLMqhkIIAiiKwHWPd0LiTuD4SMIk2BSfPRx7T8Arv3Xl+l/1xGrZ3yv11dCJKhdm3f07W+H32sbzmGYzvl433ptfYdvwFmszaW9ZWyLAqYNzN+zy72LMqI9Bxg67z7IB6kc69h8r9ec9/5JsO0Z75TMrAgcjZxwRyC3ygFglZ3LYsdEWEasqcmrCMZCII9UA8FyvhWezunHnfvL+SgXxjLCH/3pj8qFuTy1MSyLfjFkP/rUE5uHdi9bFDz6eO7dVjJdDb4SeR8u3FE3RlkyOn3V90RmlspF+kafu7NZ4FOHqwYb7sgTMObJF0Ia9bVb5jmQdT9C7UrnwCKm2dyxuO6/Lze4OcYAu0agWOp46erFzUfVHPn1G78aRv5QFsfeLG7CWcKv7ysx58OHDm9ee/UbQ6gsNPDncZlYd0yAhQU+chBmHnPzSqTFSMDqSiGjX/zsPzb/+ON/nPlahATBbqYoNhQueACrMbdbsz3DSy9zL6ukuizNxExCsKwk7zGX4mkUDsULdw/DhifaxzzhzqpI2S/oxMlTw2j/+9/+98ndIDjl1Pz5n//Z5kc/+ovG/uDm7/7+x5t//+nPir+HFzFnQumVr766eTI63ZEH6EYwYTX3z/R/V9V8HYrfjRCsT3KkhDfV86DEc5PrB1iseKxvYOWc+Ye/C+4Hh9oPeyHGKKHmdpACnNB0cAW6uafn/Zo+dX17oVNwRGsSu/Vhwky974FgdH8esA9TBi6G96fePTkLI66nAN598YXNwwfyTuVV3lchtslHayyURa+P0kYu2MDUCpVt27KKU2Y+rYCjQmyPPHogwXNgEigpqvgBd7y5FF69f1f4sfXx+FMhkkKYlpIbN5pzDL0aRzjkmTffeHPz+m9+PXOJVgc2jRt9nvn0s9l5W4ViGycuRkowziCkyFEGeVsBQo7JYFW4TwGnHHuX8YHfgDb84tXo7Ob4OydmSwehJfOghg8Pyo0BAp6Z5zCht+IZujJWc4k+h47NZeeHFza8da7nvffmG6/eXl/IBTy2l087lDThlev2KGz+msX6cc9TjvenWDumTYyic6IGizyILjKaQ83N7jZyJGgpiI/Hwx4r5PRA+H2tZH0y6HL4TUn5rDozn54910KBuE+FQT//PE9XzT355MMT6vurv/zLDCpbBxzfvN52F+aBQSGBWD/h9a4UVx4li0vABu15xkaRVhmq1GuMCs8yLt95550pAik36xvffK3w30vTVwrFncaPft94843akch+Z/DoaF66x8Oxt9863n5Tz2yOvf1O+WLvTxqHeaIknUypoLQ9niGyK+8uoPK+qAMkpzFQNkdLuA/v+jBl7mIFGI139+5y54Iz7yUliCKIn10nI8Jv45zQbYX5FIOk9B4+fDglc5GP5t3qUcYnpY1CB/Y7hw80b+kGd9vB3aIAdP2HPL6UYjMaXAM2oUN8CKaDpQkQvCaQ3cCWglYLM2Phr0jufn9bymwCEK3lvE+X/KaCIUH0ZCs1IPCV3KWWH3vDJGWBejMCFvpAAGP0iBBj0b9B8rlnUR78XoTg4kXxGwGuhLUy0xlPDUM6f+ujw/d6L0bq9/rR1nqva/7Wry8SuDa837VhxI3LMf3sFb49ox9fvO732r7r68c9CMZYV7emv13HVLxnPfRzbdN59/mt7LvD0tzlul8EXwK8UuGW3eOxqk1qQ/yY8L6W0gk+xuO5tX/xk2GUGBNX7qEE37Fjx6afComxTO7czrrJelfgjWVwNstzV8nhT+ea3x3hzEqJ3ul9A4977fMYmftHy9LfXw2E2xEVxWaUk3tzQbgFwMYe/uWV6Y/6Fo7WZ/dRkOHTjL9vY2D9iV3f1zMKTVnS+F4JgB+ULDpesJIrMRUKzeW+eWweLxzz7W9/p9UCknMTHp2fJZJZQeZrhT/YYPbGYlmjkIdVUuOd6zlLcs9+eqa8myyl5n+bVRj12cwJn1lxFBmNwsmKe+XllzfPP/fCWLQ3s7gtEcUTJHubQwJgqSGyzKd319xv51t/9MW8EbD2APqnf/7xeGKuFIcXbmOJvfjii5v/9X/9f834f/7zn23+5m/+e0bH541lx3geftomipfysv4gxs3yY8HBAVZzUzfWKq/sip8oaOs2dWPCuQTHehgreJkPcwHe+rfivPnXbtru4nFpfs2ne2YJbs/2Y+A1K6Z6kWur0APnKLg+LorBwowltCo817t7L2FD+MipgCN2Yj59+lSMXN2gB2Yjwd7YmPZ2bwpilWLhA2HkXcICFANjlbBt24sbCWArTbjju2VCEXAVg2egUUwlFuNzD6YwPVJY49zZ9qe6nDeD4pTny9DQonfEGWZLBfsO/bKFFbw1lmODD4VFIvN7757OW8AbmPLcOQal0ASPgP4uHgyEdc9ICi+A1pyA/zoXzmkXLOA82JgDc6z/DE0CzeEZh+fhmra8C/57/ovz6Jnpb23hKa4BzsCwb21px67TPAf+9gxFA7zQzu0KI3qj1y58fpE7+uezwIPjdeFL+rS3tnbtrKL2gQemZIHl8t49/YkPvfXmsTywnw/uaZfSxDvzycd5P66FO3lGDhzYlzLydGHZV+ejuJ3wlNCc/uMfSwHakstTZNGQRQ6UUbTGe+M4OMUIw8WUrtkqYuDVSuBy2eTWnPvs03JVniuk+K0Mh1ei7WXFFyw2Ph6bf/3Ju1P07siRZ8azgwHIpfru9344HpPLVz6fecKLL5y/VDE9BirFqPAwlpiMZAiaK8fFFLrM5fq6Sbk6Vk7Y69HizuZ5TzAJb5osyotx4OtW+lFAHfO7c3jJ8RMnZs7ca5GD8Jv+wx/3fVpITLE+ixD27X44vivnajUuk5/NiTH+oY4vpdhIxII0MqkhE0R2ABgtlQAU7wSMJTSE0S45Mus5TAcRHD/+zuZn//GzYvjvbj7LYzOsqAF++NEHgzQvx2R3xSzsEutZg4dM3kU7HkswjZMba9mrZFA/hEygdC4ab6JbkXOvj5Da846VqIxhJWzXTbr3IK71Ht+urUTh+bUtRLz+9tzaluf9vRDcImzW3+7z/HIvBWoZl9+urUx+ZTwIcbl3ecb7vPeLY3Hd/Wufta8P632LoFv6Y7XC1VzmrnNDIlIxeG3Ic9pNacK0i1Vjao9GsJaKIgyCwvypITMKbH3xHIvMnHqfuXo0bV1JbbkklpZeudCSwKzU/fsPlFNzszyVC5uLCYrXvvXtGTMGIXywIyumBrOcWeqLq9tYFPtSk+VgFrbCd8bjfcbsun1/tBtvmiRO56z6ADsw0Sf3SmKEJZPDEtx31g4L/mT5CG9mFZ3L8tgfgT78YOMLzz7Je6VmzscxiSeLv//lX/0/RgkgUtOZxgs0+JEIEoqCXt7tD7Dw96xEaEyslGvlYtg8jzeIUrLsEFwoNkHn2NE7n2rJNUVPPH5nHOm1r399klr35qLmCWH9PKA2SfN3s9CXHIoM98Z6bfPSyy/MOCmnrMhbzTOlZEuK08Xc6hROm2leSwB/evaTYWCElv4++eShmNFDk2yKEf3X//Zfp9IoxW3wq2G9F63yXjmee/bZYVISorm7D7U6RDE/LmbhuftqV9uYnNDU9fBGH80F6w2ug9GqDHqHcytNGh92TMjzelg5QYHjkYJ/nqM0Ekgr3HnfJPNSgoR/LhWGwIckfILdlbwjeDPcuhnO7dx3f3snfXME0Ouvvz4ej3dPnGy8JXsGHxv9PRBMKAmq/1Je9Mm4LFO2nL3g3lir8AusKcBn86IQbr9qybyNgw9mNVsSzLtMqZVIv33rvs1j6OGpp/K4nN5cvxQ+16B3KX1vi4tzn53ZvPGbNzICl3DzQ4WzKFY84GHawOB823YQFBRdPBht4Ck3rlmJBCe74Ag3wXj4RgADFzCGo4sxuniWKDXmwQPeA97mzLPTdi/yHIXUtzlEZ65R8vwNFv52rPPK0wbulEF9mHmvT3ubS/D0DNVe2f3JD9OPxtVsymyaMSnWerOx3eq95kNoQ8mMXckjnuTHHzsY/JYlynU3vrQUx7OSzNLvy8FRSOj06Xej6/PTP+9Gb/JghJjAsebzfG3bPPvs0ZKn/3KSqBWaWxQWMuLurH6jZFndqN+rJxucYYVilxKH8Vh5cQuclyRbvOxsnqHz59+a7TaeeOLx9pb7s1ZevjBpGXLqyDgeb55neWvgOSGz5uL6jW0TJqSY7WrO/6j9qB7M6JRGcLrQkOXwlmXzHn/lK88MH9+ed/xAitmO5tOeX8eOvdP5vLClc8jJeiflmYFjc0pRFrDwvYacDsY79r75lqGlLC4bYCKmQ4cP9dy3xkPzWf0ZD2u0frDzr3ztq/GLS7Mw4dVXvzbGryrKlLvP4qvgoMyI5egLB5wp+b3+QRn/tw9KhZEREIQZJuQcBK9/w8TFtKcIT4SzZcvCWBARgkR4Juj06fc2//av/zZ5BoicEEJQJ3NrUWxoetzxL3/t1XGri9PJssc4EAUvjXsWosX8EjQRo8TQyGz+Zgl7FyJFbCvxIaD1GMHTexCfw/cqkFwzrvWc5xEzAnb4TQnR/sJM5vRCoPfadH5te2EWyz3r3+s17TpWRch114zVt77428exnjMW97qu31+8Z33H+qy2fTwzTORemzXW77Tm5oegoOQMdRfqu1Z89/aNPZMzMAWjepalTiCDN4+FvmgXrClC758+PSGf73//+7Pp38lcoh++d25z6NGItHc88PCBrNb2TVFXRn+yjC5kiTYKCDSCkWmnT5Jb76vIIIGlUBd4codjtBJ4hyGGb4gfPm7JYmOhYsvwSb8IMpZG3ZyDEmzfG3Fs4zxx4th4ly5Vx4XbenvKsPdebm5PHD9RUtyNiR3/8R/9YPPSK19NOF4N3uFz4w/g0yY86C0lxPV+Z3rZCn+Ko8MY7oRPzWTwqSZFcfi9rZDJ/hnX+LiZE/jf/tY3RhCeSPG3rPdHP/zh5pcJ3bfefGMSRLnSrZDyIkoEL4WhyVPjCoYHvKFqh+xPYWLxspowxXPV+RBesNyeJ3SvUGNzYl4u98z/+B//msFxMqZ2frxqcojgilAEBUNuzuXmWN2Un5ckblXE7oTwN77+WvRwLU+EXJBqwtTe1WDCcwEvrvYMRdQqj/HeBTvzsyrD+gZefjvgLC9dKv/itg7OhArvFHhevPj5KHjuHUsxvJiwTV6LT1spIt8B7Cybt4UAj83dO63cMo5wy/5ClPiHWnWpP3vzyjwc7N9661ibnJ4ujPpvm/3HWwpLwSiR9MiRoyWN7h/6N/fwT/mKKZg4guZ6K+ce27z51tubn/zbT8ub+bye3RmDQL/lku3PS2k1EuFh8ih8O0pMVu0YbloRc1/CV5XhV155peJ7h8vNONec/EvKzVv1U2hj78CIYWKewYxBQAGZJNy+Kd2L53LBwcXK7my4PYjSlxdCXWFp49EfNERxdJPzE8LqnmWn6GU3cYJcGOO3PGTaWZR4tGYe0aQDreKR+IODV48yNoZb7+MdUKV5xyQKR4vdpuwHBZySgR70Y8kZa7VOxou2hVmF+g7kyRQmsQcV3H+i4nAS3BnWtjMBuw8+PDfKLOPEcmYeNYAAE97fSaeoV9euwz35afgpNerW5sUXni/P7C/z1Hy9OSpk03072xz09m1LpO9vHCoeZ+jXBzTIYKSsCVU/m/eF9wIeCgfBF96nyfepHV68t99+a1bOGbhE/RdeeCH+s2ydQWlGQ+aADHrskcfHUJRzZZ7wavhmzhl1Lzz3fP2/vPn//Jf/9/C/B0uE/koRkF3BincQrcERtEhRoWz5ZsDY5uHiPS+i5On12B1N2HyVwuY5MCBv5ZmR+eZb3+CqeTev+Cp6Wj/aAhOe3g8L0woBSire2fuNw0GuU8z/UMeXUmxYqeKvkA5fV6wM87MhGSJbJqKJbuAUHRUcZ1XUvTX5CANSAPRHDZTrbvv9D4Xki9tfdviZdjtF9PYx2dnEPHHwyRKQPhiX3/6HK8YWBLhb5eLco5nerU8l8NWvaGaQQqIaBulAYKuS4P3OI7gvfpb+8wgtVoiJ8wykXBUc9zu3tutvh+uYgjbWa877jQmsba3P+3Z4fpSMfq/v/y3D6v3aWvu6tuu+tZ1p5N4/Xzyn3ZWprG3og7aD1MDNyo/STSJmK1T0JQKPWC/FAOJdYyWpObMvD8No4W4IpsJTI6Trh0P/vQPT+Sgvw09+8pMsnWc3f/Inf7L5Th6Zf/yndhf+xb9OUTmaumb4TdSdkSdiqSavgDm1XJpXaBIcC4vdLkFzKm3OOxYFD+i8D6GCO8ZAWGGa83umPAFY+8O0wz35RG7x7I36bdltLCzG9/6sYPmkeiYUcl4XjPLGDUXRhAbuTFz8Rz/6s83jBw/1RLkAYuP3mMu2BK0BoQe47ycOGGZNv8wDNStQDxMyPmrIgxH3448dSLA+NMyHh4u344HcwI8+uj8F5qHNZ5+2XUSMJLUxN+5jKQkP1uad8SpYQWO/oNtZbhQ68NhbYTTKPpqa/XJ6N2tMX4xJHoV4N6H93qlTA2/LuJecoKUI2qcx4k/yWsH5g+1zg3leDB/eLf/kavkIaHnPDvU2uJvztnTuWvk9Hxe+Yz1LUlXv5/HHnqzXcoLyHOVBFWaBj3ca/7bgDy76rL8+GOfgZufht4PiiJEK4Qg3EfzGeuXq7WHG77WkmmJFUXguxr7vgb15Rz4Z65OCTaGVUzWr8cIpK0bUstmVIiEE9Ogj+/t7WU1yoHDog998MG/ZV2abgePvHp8VHx+2m/TFzy83njwuKWn27Hq30A9awowp+bxD4HT06NHGeXvzfuGFjyiOwmD1l5fCCjjJ9ITEg+0orjSAOZSL9nnKJu8SmlqV9QP171CeuycOPj4C8fM8nB9UwJTwhPdb27jwYnkRthGgePDOjTKCFNB38yQ8m1+kv+8pMQASIqIBOLEqNdrDu8wPXIDHxuWbcMVbPeG+MSwbLw/PyrfMm886h2DjmoOiSrAtR/Pa/KbbjuErp4SwtMfghTz2eM/QfcopfkNZ6PV1WV2VveV1PT4LER5NqbEaCV/A74X2zuddOHXqvc2bv3m7sM2FcmWCaTJGSAUFmCOwM/49eSQI9e3t9+T5ybEpfDjepCpsM5wKMm2eeebp4WPwUy5OJ5tPhi6+nkcwAweuwvm6Gv0u4RveSEqz5G07WT9eqJP3DRwpBODBUP/Hf/zxbH/Bi/qd73y3MT08Mk5I0XziXWDpxZQAni714CwVlwz8zNNHKwPwSnyrwpxDZ9uGN1xrnKpNH33maEoERXNv+JU3PWDKv5pFDvXlxej0K5USoHBZ0ceDRTZSNn3jJ5+1Px6ZTHE0dzZjNU8qLOMRHBUK+cn7kmeDn4+RUr/hBKNDbtHf/93fjfcXXzJOITqwh1+M6d3RxR/q+FKKjcGFJ03uoklC4BXBfWNYJoKVQjlZBThEBSwHZIccENO9AEsLXzT0xc2LMb311ltVYKV1yhxf6iLQ8sW8vYeXQ0VKyAVpxtoohMHS4wWYLPyA6/rSryWEg6H6rIdr6z2+jcP3MOJ7v/XdREJKn1WJ0AdtEaiG7jnXIKS/Ha6vcPD9u79dMw2/s1Q9ByHWdjzr3Z7x93peu/5ef6/f7jEeH22t71vf6TkzZG4IjdhYvwgP3jX9jvn3GddpV+zCa6XNzhDXxMvNoYCMx642wApDc1BWT5+uzsOJEzPHNt/7emEUbvUnHn1wc/LYG0NYa1n7DKtRYp988vDm6Zde3pz/5ExMJcZhaupDbG0qwNqwjRUH/vq4js+7EZkaOLfLTZik0pnLGEF9s+xyayEYjFO8nkLGOk7+jsfk7Fl1Pt6JGbTMErdtHq5k2UsYvXyxSq0t7QaHI0eOxOCyiIrLfz45DvbAyZtUfwLkwIznhNJPGBMk5gEeAu999n3pT3JFew47gz8cMbM8H88NLbFZ2Evi6blz5d5kyXNFa0fc/3BC7uH9j/QuKxW2xTz2jaDsxChsKnpLRiR4tm27Ms8Jw1JyfLv2zjvHZ35OnT4VjqVEJrwut4RZgj08xKztFo6x744evcPcYpqDV2gspns7fLxzm+DC1OMDKY43C32d//STYY5bwyuK2/4YnrylAp+1DScVEZT8vOAl2tG+eYXz5tU51+ES+gNnS0QtX7+uray7CwmydwstvZlbfDbay+UPbrxFn4RDlqFycR/IUqW4mFoMmCcSE2VhW/Y9uB5zvRV+oN8DCR8KDEb8wksv5pp/Z/P6r3+zeH8SUNzyH3zw8eQQ3EqZUHTTvOrrh6N08MBUhDEhcjkGviNcoNDd6Z0E07w3ISmXREVn3itLYc9lFQs9bE+o8kjBaQoba9k+esomsLrfztN2+/aV6uA8FOwL5zceSc/gt635oEjhoYSFfv3/035AcK4nKTRbmjPKiWPhFUsoeVFCCGCevCU/w3W0RtAOH6lx33DCXLHUPUeIuW+dX3NqDn27lyDznJAcbwYjF2+5foNQrbJ4uXfLqrzFqy9ky2jmcUMjSi7IN/MNL3gVlSawjFpYx+dKCrxq3JQwibE7igRQ9Cj492XMGPPQSOOzPFm/hb1EAGZxQe8SvtqXjLGak1J9LuNOuGk8Tm1fQQH4rHCiRPIVzvAbDx45kVIi3AKvzl0pvyTcEJY5dOhw/boZflxpS4vX8xIfH3jZsgTuTj5RtDg8NUMfHphL8DdzlBKKMG/j7j0V/ivkpmgg2H5SiYFLly+Mwif8L4x0IA+j0D1lCn5pAzwxIkojw189qmeOPjtzAZaUv04Hg2U7livXytU5G02l0FsVKOft0/KBTmXIfKV+319bl9FV470aj7XiWZVreUY83oNvveti7/+sEPpHOS3wax4bjH5r+Wy769P9hdkXaQkjf7/jSyk2XxQuK3KbUMrKWMv1aWVSJsQ9Pv426SsxsAgeKOHOAUEl7Ck0hbHReDEgBGOSPVcD044JwtivFz92nWKjTYTKhWjyINtiqUf83UPY6Lf7HCvhLQizELYx+L2Oxd/uH6ZRH/w2LmNx+Pu3feudmIDDM+5dP875e4WDb/esfdEGiwv8/O3962d9Zm1jPe/7i9dc/2Kb6/v0nQKDIbs+7ffb85b9rYxKOW2QwSx8MAAMRpIm4WfTUwzBf2k9zc2yXNd7Zm56FjL/+te/qmR7ykvvs9Twv/63/zbJ4U89dTgh+eCUrFeSu65MCOpqxEDYxvM37546Pd6TvSE8Ir8/Jk0ArB6+WS56D66UKquRFjxDp/Wrd5pXYyOo1Q0JUUZJkqxGaNvag6Db3hh5Bd89cbzlmZ/WH0pe4Y2YAVzJh1AYo8JXjfNAgg5D+Yw1UxhG54VYKFuTw9IKn7tpaLACjDFIpcbVUQolh6lOqKgbWORohGW34oGaHfaUkVj88ZkPc8WXuHjjcIp+DL0w1ZUUjwcf2hcTy3vTHNRqTCE6aszanT2AYuQYyzoXgan3bB/vwMmTnwWaJcnc0l0eDW5w9Xrso0bBca/+8ADs2bUsq7904fLmvRunRnHQ9lisjdE4OeqnZHvzcJsHIaa0N+X18UcqYphwO5s1+klL5uXd3GrM6BTKUWKM3xyB1cpLzKN3OOce1/02n4Tl1ubmWjVlvNOS6tl7YZSqLPm8NHDynWNCNfK+5H7clwDMM5IAXfEa/qp3QtHkFeGdU3l6y270GD2HMwTJA/sKPSUQ9pU8/JWnj2yee+GlCk7eS7LOAJO8y6sxAidgUBJA5HKrSeQtbE8Y782ztiP8WYqOxVMSBi1dy0o/M1uByNUQBnm8JPvTCWU4J6Tim4X/8f0fTfl+8/RJQoUi90n4Ch5bty7hnTsZcCxvypLz5nxRHOJj0fP87h4DRh7LP84TH8E/nICPaBj8tbHCHP06/F7nxXWC3LPC0PDFOXyLEeo+IUgKmDnWrnMUG/c4wIpCybOGHsHbXFPW9+ehfPGl5ycHj0Bed/4mJ7yHwio36fTpU+Hzkuujpo18sysJct6TyTULNy1CMM+USnMg3A0e+s37QoFhiBDY+PYii+xtBTfz1cSjDj6+f0I/e+urOTEe44CDPBPCnAPX4LEqb41wxgz+9sODyx/mwf6Xf/nJ7Mkl50aOlFC9jUz1/dVXXx3jD9xsEiovZlltDMaFJstPtZiAkWFDXbvAoxMG/o27mQzRliTpCekFW2Pc3C3/rDEvPODhlBTepcXY4RlfDUDJ1JKtc8zVLqWcwiRBXA5mCnS0tz+a/qjtVS5dOBdPu28KGFLaLlCoe59k7/crXGhu5QGBLQ+P3KKBc+9TMBVuf9xCoTNd2/fAw/U/j83MfXK0PlDo9yzqwODK7/PPl1JsILRJdvjWufUwwYC+3uNvRGLQ9haRjOpvK28QLYDva8ndpcvtuRPyYNRybbplLD6ra7h4uW1V/zxUKIDi44BkrBpdYY1CTtiM8WE6mLnS3vqoD6tio7/651j775zPOi7jQJze5dvhHEL12/NfbGOxkjCdxXv1xbY8Cw6e8+3wnhVG/jaGtc0FXr/z+CzX3bN81r5+sc312fV7bRMshDfu1ndj+e31iHNc1TM3i1KmDkyyGD/oPuyr3/0heXVHSkaz7kqWZkqSQQRjwlXo5XIKAYXm3//938da3pvVY4XJr37xi83l5vWVV17u6WphZKHsTfg8tP/AKB7XsmyV6j5bjPeXbVtwsXsPHz64efZoWf8x/h0KNSYEViXGay2BxKworASVBD/W353q19y63lvuzSXl92ZhByEgO2kDPeX3WgR7vmd//RsVhT/Mml6Yr516r7TcuxEOvn3aKoQjR17YvPS1VyeBlJUViGpkSWJXZXagdc8KHbUPPCgfvUwYIKwaphw3XOBXn6ZfNbSlfqYexIhiFuH53gf3ZNF8EuBv5mFpyWsK2I72haLg2Y2+Qcd8KGh5OM9isDHqaAWTWi09jIzQ9ZFjgSZYpxL+FWv7OKXGvWo/MSSutgEeXMF4MFMTb0sUJed5vK6cb6lr84aeble1mUcA07vYu62cgC+ULQqwBOwuZ5ke3PzzBylELaGW73A9RW9yAmITls7DwxUXV4GqDyvezxyDXx80w2q3FPXylfIjZlztJlxOwaNVhgVL/aE4CTlQWDBaSvm++gd2Aaj7ys2KFwAaRWgRruUj5Z0KoDPWZPvm6paW4W4P9inX6iEdOPDo7B7/xhtvtpz2xGbb5eBeG7MKM/ii+7pesj0rf/H07szS37PPxpFyli6VICykQtia7UXxpUSp+msuzsboKSfGqjCaZ4QwFGEjII/lNaJgW4Ahx8wO77dqGy2bXyX7hWsH1+oLzmbbE1x5+dccoVi8kYDPiOlZydHgsobP1++53v3mw2Ee8Bz8j/JgtZXxMDx5MdyPLxrLmTNnfztvnjG/q1JjzuHM/vKHHo7+Z/+iakI1AbW3GK8MWgL+wZTKepAH51Jeq3OjABw//u54ToQCLbG3Gkfl3PHSJ5n1A0zg8IzPGILptZQm+7ahA3lO+n45hUjIhJyhJNnvCp5RtKwsVKdLeIg3FV1rGzzUJ3q3fEGKlneBH9ymBPA8ga/IAphR6nklPPfOO21lkWLGiDt48Ho1sn45S6Qfr+zFN77xjeGPxnOx5eXCxdfVppr24wEpADHb+Gb5eCkLdaU2eRxT4jNOJVPLG5K7tXqKKZi8X+DJIDI/aGShqfC2uQEbioi6S+fyTBvTrKTL2eA+z/Cw0HoogwwgOGS5OiXzTB9z495jbx8bL6cctRU2+PMYpnUYDvCYWkZvxdkjjzwZbYVbwa8ml61wMu4zG/8gx5dSbHTSRDtMGoL07TNx7QYKiddzFIxOjebJrSckIFnp+PHjs7QWYitnzu16JXc27ZtlsOOZZzYvtKoGUN9+++1Wrby3+eor7YHy8COj0FyMKBbCuTb3LMwSky+fQNy5iSJ0MX6lzPXHAWHWv40DAZoMf6/jYvmu9yBo5z3nA0Fcc4/fnl+f0wfwgBTOubYenvFZ71+vr++meHnW4ZxjbXf9e+3r2q7r+rAefi+VnBe3vlwZSaSwZ5ekvgRhD9zrd+7hVmCIo1s+vCVGLrpgVRvCkRcBbruzFKxMm71emkv5JTR3Y6Hpe+f5PG6/QKxl1lNEwExi6o4UKBV5T59+f5iR7QDOZfF+nnUrXwAB/skPn9q8FnH/7d/9bfkl+0rYe6Flzc/Wfv2sbQyUl0IMlxVnxciFve1pEqOaypm5nuWPUBOuETwUijo2HqeYxMizLFdMWPVStVhOn3pv897J4wkEq6juJkysxQ9SRQAAQABJREFUhCgRtNi7zTVZ3pI0rQJ44fnnR9DZMkCNJLsrj2Kel+B2fVCHx4ofeQA1EbUunpREc0oCIZgXidSsh6tyPTVDgq1Ewd27VB9tt/C9O9t35kgrPCxBrpR5hM6ifjo6oNhNyfZeIJSDIfGxnUnZ5x7XHzgB/8CeArDgWis3gim6PHHiuKE2PzHwxjdhkdqxMehslxB8wIziiK4wInWhWNPXChXcZSnWgGRF4TyhMvlFl7tOmRwNMnw4nVIjj2fvAx9VxuGN2bhR/p1d3HkyMFteGIe+wnlhI/1HWyt/YfigI0tMz6Ykq9VyO4VgYFgfeWofe7xVTgkVy215fzF/uSpCBTd5zoQXwne4w0JnVFFC8BS7fnsXb+nu3fsSDKoRJygb+53a3FOY8HK4S3FyXpXUUUrbgsSKQV5Q1rIkT651/Eb/Lfv2jIUPlFcW8lI48Ea5Fu0GHU7tS7lndKh3EsIEI17olgZHD7fupNw0dkIUnQnD3M6Wu4SO679QsH1+7g9P4OnQWsoxGqdoUWII7Mgh+mSOMEBcZqr4hXc3jz7R2I3rzX9jWJSe+E73uZ8CIFWA4BJqmy0SMhzkJ6kpcz4L3rNgqT0FC1XOXfB8lQn6ZQuHpcigVZKHC18cPnhw+iE3Rp8dvIUE5ttvvzN4DWfh8SiSeUQpEPDB+IRTlA/haYa7DOLxQDUqqCjk6ZpNZSkzBmQc2jLfQrz4gQrUgSgeAecroJkxQymStG3JtTyn8+Gearz7ywtRrO9v/uZvNkeOHJlVcJ8n2NGK+cYHCX/t7gmXeCvgg/yv73znO5t/yOs3Cfc//9koNZS3H/3pD2ahAIVcKM6cyqPRT6kU27YtBrtwrpVeQpKcAXi+9+BZZlP483bnyE7KD1o7k4zVN7QmHG38PEiSj8kuISyr5myRgu4Ztt6D3kVF8EHeLDi/1sWCa7xOwq4fZxSeOnW6t28ZRfz5+OQYodEUvs7DiL6809/eKeRv9dXBg4c3d75yd/oA/sqIKNL7hzoWKfp/szU7Fc+S7ga9c2su3cmJyAsTEPdG1BgqZuVjAkb4Bv4bMUfhD0tDT71bcbDixSwPQhRDvhaQIZ1lX7LgDx46uPnOH30PXbQ30P5WhhzOi1M2elbWfdsgzMEBOiHBrX43Ih2rA6JG6NsSbmKs+jPCJYz3N8aoTxip/jln0p1zOM8DtCoMfvs43Dsco39X74zJhkCLIF1WVPnteUSvXRMMyY3Tu1zXpxVOCNY7BlZm2lv69nG/b884POOc551jtSPsSa5E+NNfyXxp3J9+PC7TB3N/LlZLSdERA8+IHIitMekZb/CirVsKq4IXgqr5+rO14nmHNpdzTthTyrK8vbnuQeNqzIFQ/Tzl6W//4R8m5irPA8HVybH8a2iYAsGMgWEeLFGWmDHtSegSOncj1tdeeW2S0BCmdo0RTl3O5cmyPvxky5Tv312S6pn2SPk44ZqFEu7YLdeWHISWhEpMgTsWY7ZT7TDDmMTO9j35rFj5h6fe3ZzKCsb8MBSrsXJo1Fb1FxIeF66a7wRhbe9pma9EON4alr/Ez/sT7LsqYW4uuY4phCzx2RLBdzjMelv3rSKMwQXuXOtFN88V7op2nj7y/MBYsUGwFsogdJ8IrzEB5fx379lfPyP63nEmS5ViaL6s7oCHLPhbt7jqF/z8sL18rEzCnLmZGRHKxJ8q8ffSpQvjrQqsKQBZqDFDbJEVdX8F5ojAHms+rLTq71YWJiZqo9h8OQcPJNCEgB5qs0zl1ikoda6p5kUIXlmnl5tnwspO7PeXjM2bBkcxurtZoZah3mc39ix2ljnFWF/3gWtClMEjPDBexq6hVR4NDHdyJwYpg3lzu9K0xE9W9sWE7J49vGglwNNXg8PVK8FQuObarZjr2SwG1VAXr9HsKhww5H8Jv16NRievLAWG+A/S9JmUjgujWOIvV5tL47XztDAqxUNI60JLZkOMqr2e2VxuJc6Lz7Sa6aOnW3329uCZOXvskUdL1nwmoV4l6zwUl9qeg5DakRC62N9bwl2bFaqUe3fLnsGZu63UQYN1DEk1f3kZ+lviJY8r3gPPeS6US2CJ236GcHRYFODdaVkzRucYC3jIzsa5PQXtKu9AcKUA2jWb5+f+FFZ7lW0HgM5dL3+JR+6h+HuUHbzrRws1tgnhRhc7GvuO/TaIlHiqXo8Vi4yQB1IaVQYXVi3n6uFH49/tuxSuq3VipZL8IqE2ORy88vLhrM6z4WoccPqKdnggp7R/KzVvBRM0K0ytx5SiCat3/52umStGNCWdIu6wPcI1ikf3w7k9KbNL2DIeAp/Cl/uiU+HMI4ee2Bx56mD3ZRQ3v4rKWTHJe/3s0WfyTjw1Y3v35KJoMw6B+WawsCDDajkGHYIiVSi3ogunTr8XPP1/u5y9EpOPVvl4b6sYeU6jttYrxCPsIZWiT4HtvwuXKu0Qzt6XkSFcSbnCR6/mYY4jj6J7K351I4NnVw6Cp555ZrZS2BmNQ53rjctGmJRXtAhfKdSW0VNEbe9CibL5pkUC5lMPKe+MCsbV4cOHx1t8sjIIoi68n3j2teQF3iIH7mbjvRyMhi+EJxfz9vBkCVWrX/Vpyo2CnpeS7x+16vD5544GW17R/YvcXsSvqfq9jy+l2IzCknADAMJnCKeuEFS0M8xorKp71wgWRBfudO/tYvYfbF5//ZeVAH8v4qTZB6QQAyGwDLQHuZ5Mq5fHICfj8fbTYKHzIixIGXNt92qHHBKK1oQKepf+sWgxD239z33RT4TiQ2gsRHNPAeua652+9714RFblQtvudwwc7t3vPYTL2n/Xl3ZYUb/zqqzM2Pd6j2fd4/D3+pzv9R3O+1s/fByuOz/7noS0qqoql44Qx7pJOVTf4HJEbpdl9Vokz1pGybq2S7aET+2BUbfVRiHAlKBrNwjIkh8l2mZFgPndLZQvnqBl64S1L7w0//zP/zxtYGSUmK0RkHk3Km37nj7VJm/a88+/EFE/PwQja989z0SQBItlzJ/njTNeeSfbI0L1VRAIb1EdGcbxcCFKVvpScwFshKRiRL2NwEecPvb5Ya2fL7v/rV+/kbA5FkNo3oPV9Sxe8WK4czVOObBJaXn00ayzCPOn//7TybuxL8vU5EmAScSVwIgpUrpsG2AFBC8RJVvi9dlPYhC1b3kuC3MJ5SyJsRMijRhYcpJbKRh79hW6y1pU+de8YkA+cI1yTIBRjFcFeMUNQuNq8LyUoKDE+LAe9cezkiwdn6YwTNJsDJoieTijQWLvp60c+fTMufFM6Du4CekJtYRpAz8bNj66/2CJggdTandFl4dGSeTKhscYJ/SFa7xX3NOfxcQJwYMlPEvMvFBuhGWvv/zFWyUeWoIdjQdHrnpJyg8Fz/vr86yIzFPBE8K7AHbi+HBhpZ0AFJyXvhkbuIAVOIEH2DAkKA17Gu+DCdo9Ke37EhaPlS+A1qxUogQ0iaFIwqiPPAZFD+VNpf8kWFPc69MkubZ1BMuf0OUllIg6qkPvUvFZmElBRYL24ufVO/rmq5v/51//LwmyF1OoKlORh+P555+bVVPGwgCjBPCWHQyecOlmm4lOKf0E/xVLueOV9pCCxXjcQk/9iu8ar/eCCVjy0i7mBtJe8J7yJ9eL4jMhivpK+Td+9KzNK/FNSaLTdufTA8aoEB513+WUYe8iZOGUzYmBvm5PX61useJHGAVdgD++cDfjyDjRtfn/sDyT90+/v/nlz36VYLs6XjGeLrks+mCzRgbR0Mp0Hy6mzITDFBNzKhzDi+ky5e3+PHZZFf1OAeg+8pgHA83z3kwF+s7ZPTpdJrxeePv2vKTmWN/Uc7oZzXQxWDa3vQdtfONrr1Rk9BFsclZaHTt2bMbGK/Gf//N/HnjxPOiX8TJEhhcHM94//MTqpQOPlE9T/sn/8X/9n8m9D/PESXB/uN3XXx3BrgjkxQR9nQ3XqrcW3ZlJ1X2v5n2xYpIyxTCwQtg7pGXwUu6Mr40nMLjZjHa8atE+5WegEEDMAc+XBHt5Qfjz9LW5vxYOquN0p/lHQ2hv9bCYRyEw49OuOURfDDvtrLToGef8XuHgGUbfUshwWVHleW1aSn65ubZ/1BulAjxZYnPoOfcLWymY8Yc4vpRio+MSSn2vh0H5DVkGsZuohehCsq6prUGo2pmUW+r9BsbKOnDgsa6zXha3M6aPIe8RTxw34aKE7GlvDxYKAsSUCLwpN93keS8msBInInZOLgLEZDXqg+smbu237y/+vY5BjgTG5Rri9u2afhmfc8McOrf+DQ4YgPvWj+dWBHDd884NowhBIRjE89t5Y3doc4ike7Tl8BuyuH/93Y1zvX+HqTXUuY4pBaoE3FLJ1Xt4QTDdSxGFJDHL865nMWFqk18RR7MMm7Wh8BtlwzuNFxPATSb+HBPCJyg34uVcj/o+8xJymzPjXH/rv+vT5x50/kZaPW/Ct7/9zSyfZxJ056bfU3CtNig23g0usJ41RejdbRyjBDfa/Y+UlNq9winLYa6azwY+LBBlY3CNR1tWMLz95lubY++oNHqhDe4K9dS+wlEULUqcfZzUPXqgmiVc1JezXk6dPj1KhWRHgvmRRx6ugmmew3J/KCsYzJWs7bFUy60gPHkbuZWFLsAHo9FLsDAXmKel5wO/XZL3bB63LJEkxN0HTiteDCOqX77hAPiucOXZ2pP3ZPfua+Uh5OlsTLe2qjq7FPMCL4qO/khUNJ8UtD/6/h8N8xX3vxkTZW09mKv7ofKa7o4wLEegnawPthLFxo2T40PQNjaWt1wZigM1cidvQTCkKMD3R8pL+cY3vzX9NM/OvX+qnJvofk/7hX2WsPzkk0o6tPJrBG7jASPLfiWgY8Q9ktDq/z4U7l3h7ygUwcXh/EJ7yzd4LKEzibTLQgbj3lu7+3t2NitsbA+U37Ej4ewFcsUYZ5NkWQ4WT0ioNuPgtWi2JhRrCbsQHIV1cLJxT+fm3wijcbNeCVL5DotQWKq3PpzCRvEgvNAfNz4edOvWUmJ/294Kq/3R9xMcFaQrv2vJAdka3r1fuKL9dxII5hs/uhNuOCigO1purw93bjcWXsro2ArAJZmcMrPkJ/kGq8VzIzRPXazLwch2JpbxdbnrC73pOyGKz+ine/GCoxmWFHGfgX1eE3wS3vPG4LXCm5cu5GmZJc9CwQu98i5aHv/eu6eiofNdHwaSmoI+8TO0u/C4CWniZ9ExOkHDVJfuGI8RXMLUXfGP35R+9OLEeO/r+331a+iktq5G43gAOQP/0ZDQCi+/HKzPomErP9Vm4nl44YXnpxgfT8WpqpDLG5Qj8+yzz85WB2AARz9IhsE7H+2iPRtDUx4ZmztaSn7l8rXNz372i82/ZSDtSBm7keeQN8vO3Q8/9Ej9pqhU4Tml0PJtCq9cKtuUjCGS9268ncEXP7cyUFhJDTChLMUcvZ9iIvwqXG2seBzccQ0vGL4bnPBn49d/tMbgAHxw9JxrcIACtD6jDW2hNzA1Vgd+gh7W3/i8d5kPypB2vA+chKZdBzthV1XP/z2YfO1rS+4npUmKwe7dz0zbv+8/X0qx8VJA0FGDWge2Ase3j+vic5AfURM5Z5qQM1lkgMbqAgCTiYgm7hnzQPzPHPnKAAWTipRrpxBObiueGdZU6DnnxQMdFK0li37xxFgRA4lsRLf21QStQsK5YVI9q5+u+Xb4NoGIbT3nunMIfh2na2vby/3LxHsHmEAECOd7ff6LsPHM2gYCJoTWtvVthaFnfdbf2vO3c54nlPtTZyMoisFifQyz6f3u4brGDq4VdrnZ2B/P2nkopKOxGyiGYi7sCWWMD2eJac+71jkez1j3s7JY9pDRvCECyxUR1oroK5z0cz03eNIz4tWeu3hRDH3JsdDWCN4UYHDxG/MdIUXJrH+sT0wu7AsXch+HP0JV+j81XcTJw58F5jxF5iulK4bw9rE325vp51XDLVZdCEWiKe+GBE5LHuVIwEeMA9NQzM5KKhWYEWjsasJYdLyLCfo333xjBDsvzfYYkTwmRfvGC5DrXu4C61t4j+dmZztMq9TNSm1gc50gYpnZK4iyaddnypp+LXBfmL5kRDSy4JF24P7C1OX7yNGxymbB6eYmZkihwsjR1CIcl3MUCB4IVhYD45OYjlyQQy1rffqIMu2PtoVJsAlvnugcJW5HYzlxvP2Cjr9THzBAm+o9En7MUJq3z8pbWlZeseAJ01EqqoHx6OMpY3kLbwWD2/XngYfz4rT8/qHHEvjNqT4L592Iju3ttLcwl/2Z4Bq8gR8SbW+EC3YsH5zoGQe8XukHbEYo9G5tql+kUvHVVo3k/Jtw3L6UUYqnpFUJ5Kugs5KI+KQEM5bwma3RkPtuVrOEQk/QmLcdXbO6SZ/wNrkZWxNit25awVIr9RnuOqgQBAWFCx6YV2Ma3kdZj09sLRFdMibedb06KZPDE97Bpzd+9Ua0Uhg2j+UoEM2rMP6tlMtQexIuL1WkUP92Z2RQBPo/mil/JCZpNRq+wEtu3ghUCdW7CNGu8aDeCvaMTvSob3gvZawHhvbgjnoocsDAjuAydrljcHm8AeVbUKopLYQuzwd+rV04Ihwxu5i3wEA+zOwY3btDo+nvGKLR0RT96wF8q9sG3+uGAc04hFDuT1kQNoHvPLFbtkhLKNyd8rTQRbgXf7oR/moHTcuzobDiKypPo2d0kFgZhdy45dpRJA49/tTm5RdenEjBW2+/PV4FXomjR4/O6iVzS0jDS7wNnzPHw4drw5yjuQfytID3L37x87yUvxrPWwgeLHm4Dk4YTA4Qr445o9gKU6fWNNboPxzWT2EdrP3s2TPdU+gpOFlAMHKzcYa2jcsdywH3GWAnT54cutdf/XPeBw/Wd7Qv3MugAT/v4nVz7yqr3IeuVgcDvupYx0t5gg+DxyOAlj6Ai+d840M+YOywfP6xJ7Y0nk/HQ0Tph/Pmj/H14uFvLo38nv9+KcXGwBCCjgMUQAAagnVuBYxvzMM5k72zGCECUPkUIrDQwtra4GqUh7KEoZ555plJtrKjLoCE8gF/CTXc3t5MhuxjuYcQrHSAEVOWq+Nv75VHYgmvY9rofRAbIuqnD+Cvhz76rV++JzF1+r8oD86vx3qv+4x7VVCcXxHIvZ5xzeHbNXDzbnBb79e/cSfXnjbX854zlvXd63ntuA/huIbBWOWxjvuO6pkJirXNdV5oxJlC5QF8llv41OZocFYPQbsYGDe7D8vTPiP65VlLShVnIhDjWeP27krjYfkshOO+ZRzLGIxXH53TLzijv9ziYynktcEwEAsXtKWILL6GNuGmFV6YsjCBsOK4pZs/zLKH+n9hgGFZKBFD7F8eF7kShNXurSU+hjeSQS3NxJAUa5OvY1m31RWUBt7BB2LmklG5wkfQpgypFzElCHqnFVpWYlAIKCTvHj8+YZzDh55qqeY3h9mfPvXB5vTl9xIcVl8UYilsQ2DOipaYfEOoZH5jzLpWbRhDwfDVIlGnCQwnxyNreFH47yXzEvh5SUbINxYCCUwBQl8INhaquWDd7b1TRd0sUjim/gw3Orz/4z/+48FBG9YxLrjF0d9z7WR95NnnNs/EvHcnvM63MoPH4BNLk4ORQnxqrXxe7QqMdhSI5kC1YUrureiW4N/XNe7kt4+9U5XkX7W1w8ubZ198qSTxDzf/+M8/mbwqSsueLM3HDh+cREj5GMI94vymFUNnvOATamrIt7HztYTz6+XQTJJhjH3FtR5JgEoMXgwJTH+EONoL1+5UTIxH5v7gQfhLaKcYqA5NEUA76sSQELZgseQUD8Fk1Ou51kIEuEKACwuhBcKLp5Ophp62hKOamOTh4C3sYv4OPvxEOFrhuZ5X6XrCCQl+tPBwlbfRx+efLZsJGgcMvtkYKdTysiwrVvqAsoifoZFtPEu1xdOwo/5fL0R2uzES3iHUCHJzjV6Mo+7NOfginPrIIwcSYAcmrIQ3P7L/kfBEsrLl0st+UPoHZ9879V59DEMa9/vh9pXynCj4+M/VFPLrhRR4YyQ6u0+aAH6Ery9/b80LciVv6fmhM7TNIBkDIi+Th0apqW94zniXap9nDEznXAOg8MCNmk4hsJfUUn1YLRxK491o9+bNx/rbFj8J9uTLmTOfzjtjA0MLVkNKOJ6wdHNo3tGNMfOybe064/hweGlljxU/v/7Vr0bgfu1rX5vNLy3fxkPwSmNeDIZFpqDNSymh8A+fU436rbfe2vzHf/wsJeJMeL0YoN/+1rdq67spN48F40Ux5NXZsjvlIsNnV8+eaTuOyLp5emjwWjhQHR0lN9CXeeUduskoqw393tHcmjcKy6lTp8ZLwlsq7KXPVtnBYbxeXx3o7sFoAtw9i3/gu67jy/iHY5VJq6xngFJqtM0D49tz2tC+A77h73Blbc/fVmjdXzqBXck/+vij+Fo5hXmFGcUf9/sPdXwpxcYAdRIj9m0wBu8wIIP0geSEKyZEi//srIzo08XXPpxBW58vlwZyXrvWrtGP7A9I+9OOl4xzBMfyo7R43jLUeMocw9hCdMiOQekDa1e1WITdyfl2npCLZ9zrzyJ49c3HsfTzd0rNOpHrtfU+Y/Ven0WwRPS177rfK0zW59Z7/F7b9Kz7vnjONecI8Xrz2/acB8e1bb99HM5j4L0++CyMDPPErMYVeiuO1rg9q4+0c/P26KOVY68Pp5oHeRcP5Gb2Tnkxk2eAaGo3Hp8AaBljQmuLjLbguev2kuvBZasf0flo4Kw8Gj9k16+B//RyGfcKP25/49QPBGilFGtVRj8PirLqjvF61I57DZenxlHuct1IkET0EnR5mTAR1pdn4KNj9cpNGKZzku0QqlUKkg8/KyzA04Hhyvx/Iob8aEzxieK9lGnK8q9iarYAgFuE1H2PsWQJhYfzUO1LSOwp6fH8MDMuYkpR4q48mc9ibkqPS2iGjykytVc6RH3g/UoRSTHhESGMVuYq0ZDCYNWQYx0LJgaeLCMwH7y/hwPuG9gGFzAFiwVmrVRxf/+dO3d1FBvzbFmptiiQlroerpr3Q/t+GDzlGuybzWY/ePtYDCeFImY49VqaF8qdcCVljXJ5rTFZSbGzcIjcC4bJhKxa2m1108lTp+f+B6LlW439l1WC/enPXx/63ZpxMx6lvAZqZKgeS5DsTcEWhhkLsP7sanXaoUO7K+/w1DDGG63YuJVwoCiA3bpaxtxP8nDnkDNvoJUhcN7HbvW7U3x2N/44QZWvly02wqDB9+4YODGL8RcGwbY7jLVgGt7JW7tRmJDXL1UHSfVuNCy3KHxrlRDldRTwntU3YU95CCN4E8KjYERQ6IOAee655yYUO5Z2oQQJtITO7hSCZQf4TRWRH91865vfnHo6dld+/fVfb9469naeAKXsMzSqA7IzQf3ooyVepnhQ1meOagMMCZnJrcGb8hRYWCAkDy9cs6ILPSq4djXlFI1I3LZke8HJy/P3gmNL+X88xKqcqRAeDORBSfzVd7gnNHJ/ieE7duTZSUjCYV6IK2VyX+97vO95W27HpyQi01a2Vncs1jIw3JJSwrAYDofOXchbKPeph8fgULXbSrzb0dGdkubv9ttYLHXGB5EGBUD+FhyJ8sL3FK/Gz8ixD53csLuXO4+e6iMc9g4wfzScJWAVA1Xkkdfy1Ve/vnnmmaMzTl5mNCY0OOFBxlX9liPE60IhFA4bOVftF3k4Vo51W/vMHSz8/t35WNihjpYEcka/Dces6OPNOt/KoR3JPoaPxRzKoGh3xx7e1nhd7/PMLC+f+hOVP6juFh7HaGHIUCbwMt4WvPaL3nS82sc1hp6kYrRiXD6eZYDDE3OI/+Ev+Kr7hJace/XVVwePnffB+1eHh754Jw/e+++/P7jvnHp1T2SkWUb/UauqKIeefaR8Ju/9Qx1fSrFZma6BYKwG628EhegwX4Nw3uGaCYH8mJmEz4/PfBICLuEj7Vle9tprr21++MM/nXauVu1QEqJlr5OAGYMEdIIaA6OsEFzeT0u+v3cQzKvgR+SDgAlABI2IAE6ftLEqC553n2Npe1FSKFKurefcM++qr97hb99rn9yn7fUZ17748e71Xu8CJ3BZz3nOO51zrO/z7Vjftz7nHKUPUSFsMOBKt9LB9vQ3tgq1LPuYQFDPYWI7U3y4Bq04Y3VY0cY7JecDnCCZuZPrsRRy6v3BTk4FwlsRsVOD3CdzeUL6H/zgB1NtWJLaOv/67L2uGwcrw/sIM96S37zxm1GMXnrl5RGOPDc8FvrgOc/cjXBZbKw3iivwxAqrjZJV23UESmFhLc0u272L5QEurNqPP/wkofB6oaPfTHuK4X2orEBeEiGopMEwUitk4OG+wicY655wWQ0lwsc8gokkWQmNKgZLjHP+9Kn3K4v+T5OzNEpXY6ZY0gxZhVaayEmxdQSBwarswXJ7stwbIwVJiMPSTIWxwNdhzlgzFFWCA/6sdAee8hvkBkko3GdLhsZcsx0L3sFFCow+osunqqQLphSPF158odpCF3ueBR5jbtwfluD4zvGTmw+yLq+2y7RcKwqZY1dJhJQ0VUS3DfMpll5YZFs0KPHSCrRHSyDdV27SxZQKHrI//sGPNl+Nnt86dmLzzz/5t835PGP6okDi7do518qwrVs/qd/L8lPJ3YwPoYLJm2osaxgQravVQlk0dh9KkPAq+BmXz7Jk9V4eTP3G/AmuXUIX+9pbKKXUEvUQcRK+4QvDS/4ZvAvTmu+FpzRtraKJ5p1tOoWSVIm2gonwp/yaExuJUmzgCfy9Gix2RIPD88JjtHi9xrTB3W4uzQe8HWXgQcn0doe+XvsPTUK/lVa7j1LqhAK/knIgXLyZcK8kZco2vFhDEObJ3kgEOW9eAxwahEvCX7dbXQd3KGS3Wt3m78UrieYpwAusJpwaXVAMCS70ZwUjr5oVTHgcLWSUyuiRkov3cAtRGuSGhPzRY0uUM1Iu5Pk7XxwQnoLt0LH+9wli097K7+CG91EQjY1yMHPQeRVst3ae10XlafWU4pbD765dZfSmjNYPOG9ewBdPk8xusYPdpId2ahC+6NuectLkKe1uXnlEhI6fO/pMobj97aF2elb0oHneJ+PG14Y2G+vSxyWvBrzBg0CHFw1hlLif/eyXw195hMBo96595bX98dR6mdVdeQ15YfWTsnvy5LuzSeTOvKC2o6GUHD58sH5X5ytlypzjwww4ScU3H4y3hF/ghs/i7eeSl2+99dbs82aZurAPmOLHxrDi5Cqnwcs8M1LcN7y0Nt2rbc8ZMwWIzPC8cbqX9/HZZ58dWFPi9cEBZmCNRnl3Pe+3NrTPKLag4VH8Mx5D+dGH/cFdKOwPdXwpxWYF1CpsV6AZMGCtgg3hGyCmKzbOO/PVV17tXBZ6Gq5t2jEFYaiHqxL67HOVrX/umZie7Gzx6xhEVtMiMFgdhh0ZhrzePSs3+t6OOFEngTIEYrL7RCC7qtAKsPq2An8hAC7nlYmt7S1aq+v6PAR2DyHmzbW9IpJvhzbWvyGMv41fG+s171+RCqwcvvVnRU7P3a6IDEbrvP6uCOJZv90LsXwgmrj71aslJRbzR5gsER8r0GYJfu04IJeP8VAOuIPlxXze/GCI8j/2loBqvsBXaMYYzNmy99CyoyxGPAlu5jUBDyEpRyu8XnrppVnltApilgI3qP66Z7ozY7s7ScyuSxo3Xvkldi+e0FGeC+837l33VRiqsbP6gv5k/+8Jf6ymsQMwK41EpBSCocqhhCQmzZV/8uTxzU9/+m/T18OHD/ddbk9WkmRdqHR/gkqBwA+yrraldMFJrtXnny80kzJg1RPCbXYmbs+ytS/LgUJTBOvxBPdHH1Z3I4WAS1hOirkyv3DfNwVUjogxeenUIekv+GFJqhAfwpdIeStFjtsZzI4cOZIC9XjM/OYIRPhgbswJhUYYC6N7eL95WVY/gD0jYQpj9X5wkf9kvvWF4mDOTpw8ke6VUG3J6MZy9XCDVQgm/jEnaphMHlLzolCg+TCPxiFcdH/tqRC9M4vf3C743O7BebaOvvBi1tyjm3/6Hz+prs0HtVNl2c5bbltgufeF38HkvpsERQz0citDUjT1UZkGMKRw+U243q/Scn+z6I2V0i3PArM0Xz4UH96Raae+8gTvdl9K0COFwHhE4MeNclnuBF8KMZzWFrojOZY5Eb7Mag2/m5R5L9yeUG3JHxTXtVK4wo/66r2S7Cmsj+9/YhK0rfaiXFnpdr4Vb7x9Kx/A0B2L90f9pIyRxqsPcrwIYBY+YYbO1vEy2BbPtBy1yzMXElAvVejSnAg9UpR4BMwdmhZm2t5ybPjDgiZ8KBf4lZIJFA+hK/AVFuFFQEvq8cj9YQQsPLd7mjsbjV4Op5XqSN+oi5T//g1/jVWpDIaFsfmOM9V+/Q5veCQobjw28CWCN8Rw8Xd8zwmeMkgl1DrGW8/JsRHy5GG5Cd6VMZD4LkSmptkoIs0pRZxnhtyA77cL1xkb7558HzSi1yplP9AcXUnplRxvcYtowt3mXgkAXkMLA1TqDhz34Ct0LXwjubr8mMaOTwo94UW8rsK8164txj56udu5737nO5uvvfraeNrAFv4osAdv4c8bv/7N5mfl42wp/wwuPvnk42MI8gDaDxGflL/lt6X94AlP4PMj9nKLRk+9t1QJR7/kF/7DQEL/PEfHjx+fOQB35x14pIN3yDFzNHx0qW7tPrBz3t8rr7cAAU+Bz3DZGISo8DF45ZiwfX1AU47Tp08nn9Dl9lku/+zRZyta+NE4MF555ZVRoM+OjJ/bf69/vpRiAzCDlPdebeCOmcSAYpAGbEC+3Uur3R7y0OKOHjkyu45iHp6RDMyKp7H5DfEgEl4zVkhLeIMHPMdyl3eHtLRYbUPgBR79nZvSOc8jXowPwvs4VmEDudy33Ps7hcXvZSJ+N0bjcXhG/7ThvvX8es11x9ompuL+9Rw4efaL9zmnnZqb/iIWowS39b4V2fxe26SkeEbXEP4SjuKmLUO+HBttsCA8O1p5jOj2rRhOD5h0fWTpYzAYofd9sW+svmU07oXYlAcMc7GU3AvRae5ckyfz3BiHuC5LQV8htvkmSPWjk4PUlC8Wt5UDvBiuUQou3yl5slAFz5vEP+0JD9wca41Aa5lthEhRaHbmHeqJSGa1RcKNrCAbMu7a8WAM4EqVkH9d2fKfzvsROtiBSQgTXlj1xVK9HnF9MkyfcPnWt3aNtcTz5Yb3I0YxeFWJfStRIIxz9OjRFIirjS8PZAR+OwUR8xnBGCytTrDKZmDXOFXyBWPJgxT77bvChX6Didww3jAwlZgK5z9qE0VzzKLTJk8PxXbqKxEvBHIftCLpjleDADO+FTfhPHyi1B57+9zEwzEd59/4zW965468Ao839kWJfjIv3re+972UvDPtY/OrhHuWWUoUl7fiWXKBtjZvVsFghBJtZ8+29oES2qNQb8kYOZRyRyhbTvpB4zAeOS0SvQk/CmR2x8CcQFThd1fFEOWVmCNzb8xq4xiLRNSbwhnwrzmRWOw8PKLEojG/wYiCAfcW2OX96/r+5oigeLhtKQ6Ej5bP2ll9d/i7JaE+1U7zEASFcD4ab16FWTDgYfj1leDf3tJgHj7zZM6Eb3tt8IkmgoXcj1HU82asyrxvoTrjUnuE0NNXpS2MkSIrBwefuh7t4lna5fWaue6ZY8eObf4pr6By9N49BQSH7pcqt0sCKgVgEYrwzEdbDDwwXldFgRlaWO5JeNnkNSG7pXAj4yjQTf8WXrUsYV7r/UwSd33bmjIg5HTVhqTxHknxcvUYWvCVcDduHzSsraU/KVeMkM6Zo7o7Vjvp0ZtnHs0lviJkpjNwZ/KNaFDdozQCL8rOylBYjXfjanylZyZElTeOp4fgUIJhlM/4y43r8KjHO4QzOWp5vpR70C8hYdsRXKvNuzfi7fdWfO2IviwIOHbsncmTwaf0D4/zt/whfNecX7t2anJbZu7qM0Vw5fciEX/xF38x3hp9oOwy8ilE+AMeyTtMuTuZ1/Slr76UN+Ro7zkw+V34N2XHPFD4GCs81Og6f2p5WlVmPn95+DB+wOuEP1E+8Gd9hl9o39xTPiSCcwTczON4EwxqSX8XelsSos2RZyhy/na4LtcIHuo3pYbhh8eDpfOrMuRv719KASz4zvtHLrjHfmwnTpyI33wQXbRiMh5Y6aw/yPGlFBvIuh4GapJ9I16HASJa5wZxAsowpBD+TgAe4DZggCTYTJq8BUtoF+GTyz5i8R7w5HLtlhFIlBjPce+JwQI4QciSWydGH1g1XF2LUFhihfoJoABusv0e4elebdzrr29E5B7Xl9+d0ZmOhfkS9DG03usdDu2tk+teAsTzrvt23f2urTBa4bM8vzDK9br3srLWPniftrRBuIPLLLWsW0vSJCJfhNQaX9e++zF6TG31fhni3qwrrsEluVHNFcl4C9yj7RhPTKW2xeDvxjDm3bWnkBXt3OEZ46KNc9ciIOcQD1gTxhQdv4UY9iQcJLpOUmgeB4yQFTmCuvNCAQrjsTgRKWFJ8X2wAo08G1azeB9hYUVKGkV9bO4SLpge9/Olas28c+w3m5/+20+KT3/eip9cusHFBnk2J4Rv+7JGuckt8f48wQJeFJSnDn+l7Q0ea7IToOGrMaRHJGQps83pBXkFn262v78oFlzGCFJCvLL/X3n6KyN4rHISCrLk21Lo9J7xKNy60T5UMVAetTuNkZWOockng8Pgh3GYXweGAZ6Y4YJHXN/2ZFtCipibMAFhsQpTuR1CG+B39uyZqXZ68uSJzatf++rQ3r5c4GjmYkxbSABeXKu2yFNPP7L58z//i81b75zYvJOieiV4SUrPKdE8EDApKPVPoi+r+3bMO8BNv243Vh4Nis6hQ4eG6f36rbeH2RuH+adkSQyd7RzCx/vCKUr1nRQWy9aXMJDcmCUUBiccwlvb8xhx4XfzCI26H1Mu/t8Y0MiC4+3OHH76oB0fCt+ZszsnmVTy7KMpOQ/Fayz/tlv6YwkpOI6zu5/SuSP84+2d+jTxmw9Kov55S3avVlsGbVrZoy+zohAK8i7AkWB1tbl4uGXzR54+svnzfX82yhmFEy94t0JmSumjh0OHnpqVRnIrhCvc80CeA+Eo7bDMhW7gg8J1x0+mUCfg4KMVn7wgjAGF7S5lrVMswARP4PWkgHVT88tACKbhI5qnhMAjNERpuJ5iM1s9dM1qyeR+mxIu4b4aKwzWmMNLVcvh19V+31+f4N+NlC5hInPLwyQ0JS+vxgdf4LbPeG30K3qV/C0RekvaRSDroLCwIfqtg8H7OqOgeRM2Nt/pWzOnD6YMvBYO7yyB2CaxN1olx5Azj0+kuCow9/775cdEhxYW9MpRmChN5h4PpICrHSRi8Hl8B66Aj5pLh558rBo2hyxeGv5zoXn5PP4hyRWOmUM8GD16DjzkTQkBoTWfC7XJA7bvgQOj7D5y4JHNX/3VX26+//3vx1LIHOHC8Ks++ZsHSRtWnf3wBz8YmbWnubQ69bMiFxRmOTWWg0v2xy8962+K8vat1b+KF7/xVl7jFAyKxNNPtxjgyJFZ4UbWum6+Hfixj/5De8oz44BMg9s+q6yCa2jCvavMo+jgT/DSu0RXFlxaEo4pOu6lzMCzkRkjfwKqFzaX8gx784Ta4D7FSGkDOTt/qONLKTYG6uNYhTBgrIBZmMyi/a33qcAAycUCuaUhionFsCkatDhAgywO8UfeAaEPZaZtVhfmLwwsYLOsELJ3LkcQu3es5xGU9zhMkH7pj2/nPbueX/sPcZ3zGWLr3vW3b88TJvrpeUji0KZnHcaxvsP3qki5vvbX+fXQJuRgYXzxvOt+65v++lvbDgLP+d2twJFcy0OAWG9uTwAmgO8vjimWee5c14PvF5EMfBoK4PW9jG9FbG0iXOPzTn2ePnTvsoKl+ciFStNXYt39kJh1wBq11FDfhKA8u87tg2n3irdJYmVx6RMC0Uf3YC7zvhjS/TsX2IC3jtpB20qQVM15nzCY/Av5HSpanutdqnBaop643fz65z/Pwv3xVFfem5BHoBdaaTCrrhr7xSys672HVceFHQscL+KLL74wOWBAcyOBSzmwb4+Kvd1UXxWo2jeK4MkTJ2KoJctmgRAaQj/7yzF5+itPJ4iXcuQqIpsvOwjfSjtTxdNYCUUhQF4eXivLrRG8EAB8ZwlhYF5q3gg9FpqbrLQSHpj56wzGqVqsOQIv4QfPYJYURu/3+6NW6ujjge7H7Jaj0EM4M7VE4FDjPdWGjKdL9pNnwRNxNc8Xi5arntteBVZ0O8mgweQBuDSKQEpzgmh37nvKnAqyx956O3z4NHxhXWf9R490IcqNEAGcEEqzHYe5v9Xqnqiu+xcaNedDe4nAZbzRcELb9SkkGE4SNisNoi20BMYMH56dTqUA5LXNK3XtXCt4LrSD9n0fNFdt1Hnm0xF+rPxmopDe/kKQL84qjfH4YPrmq/cTltfiWxOKbRySknlOQp0xKii991MU8vZcK5yzNwXPs3KIGG/ypcydceozwfDMM0fq286s3mVlkZVWk2dW32fVVnN6PVgLlS75ZZK8K+DYPDU5KXvRUZ6srXktJrxDK+F1qb+UlLSMUWwoDEuo6N41ykXwuBG/odTgAWh1mYN7IeBwxDkfOIRW4dTw54BKYWIgTAiuceIDcrbmdzXHKFjmjGKpDfxtS/1jhMDjWUigp72bzUp4C3HZV+tW4+OlqZvpPeF29z0W3v7oT/+4+Xl+Ep1/+fqlzdVPhex2bL761ZdLyP12YaQ2arz4t8ODeCH3lRD/YHWTnnzywHhE5FJRStH8yXdPl3f3dmMu7zBFkjHz4nPPb15++cXNrnDVMvst9cdKtym2l1KJnhYvySIfCHUGA/7CW4Vvqp79WSvdIN6DLQT45je/3vYMhxqBfJalxsz/j7X7bLrrug48fxEf5AwCRCCRwRwkUpJpW7Lbdr+bmSpXzcyXnJqu6m6/aY/bst2WRCu0RFGMAEgCIEgkksjAgzT/3z48lqar5kXTPOTFfe4J++y99spr7bXxOiEgdIhnygHc3r1//CdvVGNpaSjAKvy6/5VXXh5zey8cGvMRHOE4WiJL4TzF5Mty9BgHhw4dGp5ZuGc+XTc34D/LHt/D8O9bMcdBJxND+Nd7PaN/eAePkXmnwM6yCg6DBb6D98Nn98+pB+iWTAET73Y/eSFFgIxgDJL5ZAcPn8O7vq3jG7WkAwYIQD7+HsIvYADmYEawusPf7h/PhNDzcxL9hvURI8bACQwxcVbEDCTMH4PhUp0SgCeE0uZAjt7noLXXEf+PQ59MjB7Qoud3zoCbCdjNc199ew7yTOPS5NeMtWva8HGfsWprvKPfjumZqQP+do/xzX//YVvz/SbcxwEJuBhHcmnwcF77c98h1mCyvW/ug+uOGb5CBgMWmdjeZywUR7kTBIi29IsnC1wpjvpo1cVXadpg5V73OTCdWNvoy3DtNmbaNkJgfXkW0kNwz/gQMuZP34xBm/qOCWB2W1NkrExaIxRQ+AExCEsdOnxowODBwzbZi2hnwtSG8SnmWFGS4TVYF4NqJhY3Inx1PK5Vwn6sHrArdue47u+Va7CpvZd4fD6PkUkUPnTkcAJjXWGWdxfnEvQUpNt5nzZHZBKYjx49RnceREjwChVJ8PUuq8NuBVdeJ+dZ5ldjSldqd/fuasBkoUvMBd+xtw/BkwI4xrdBKIdbl0Ix1dUZq1+S8hIuVxVOGytyGqtaIOaGRwoMCCTPNBujX4QQRR++oAEeI32TxOr+6XxMr3kJBQZdYS7rmxMM5a233qq/FQVs7OqMyDeikGDI589/tjjz0f+1uJgFZZ8im3ASnmNDxeh6hFzgWN0RTiJMhdtYxpZTG6u8FZVk33v/g7GyjFcFTkpQHGGEYAfHKJz791Vevz5YnfdlXgmrclb3TjiEad9sLuGt+acYYsYDFCuCWef8bRxD5UW3/Ud0TyAjSjqCwchvilQss88/5I+RGExJWRc+w1s1dMCWN2vnjgqn1Z4VVFHKEMZ+T4pMSZU1AZ9QLuzwJtZ4WkLvzrsRLPAs84M+0MD26vfs339guN+Nx1zxEG5tdRMjjkCgQN/tnRT5deWW3Ql3L316paTS88Nz0mgHHqWPDMH2qBVZD+VH1YtIedC88Mqj3p1/pH4FoGhdITphJnwD70PLaB9O8fiiMR+4g2/o26C5hJEDPRNArrlv8L3aw6+xv7H/X0ILr6EkPG5n6bSY3l4/6s8KLj9QGvxKz4LNv/Jq93R7/4zaQOHKJsZCSrUyA/Kojhw9snitgo/ff/21FPSS3E992M7xFwfc4Tav2/4q2qpdg4cyNHgXKZL2pPqjH7w68EUS/9ZWPdn08Sc/ezPl5qNgfiNj5ODi+y3BpkTsLozDrNq9a+fipvYaIFjgpfic8eN7YHn69Olgdn8U7bMkXzjlV4W+L1+u6F1wP3Lk0OJHf/aj0Q/XrNaSs8fjpqL+7as3y3s5Fd5fWexpRTC6fObZZ4LTg8LjF8vtqT5QBhlPtYU0eJL8OfNTItrYvJcyyPvMS2O7AgrEmOM/kMN4ko8+e9a3cTh4jcFqXngDBximPKnwePCOrxUcz+AhlDHKLrzQ7v79+4fS4728Qz6UQNfc431wBgwput4Rq4zOqwqe3Bdq9h7KZDGA0a9/6z/fSLH5vfCnTEwfHdF5g4EIPoMAGpRz7sOwMBEDdd35ySuSNZzGihloGzAcrochYxIQ7GBYndFWWD19u/FrwDk9tfl77xHG4jqk8H59MgH6MPfdt9+e9e3g7XHvfI/zPvpnUn1mODg/tzHfow1j1YaPYx6z55ybmYRv54zfwP7wnZ5zr2f1f26DoHL3GFOAUV9jZft2caM/KvZtjBjqlHcxrVQZYxhcZFLUWF0ECw+KUKFVPEJadnTlZlyf+3btw5hX/3GJDmHSO+8kpNYRvPVHEqusfnk2FBjvRRj65YOQWIwIh0DjTsfgHrY99P17F8e4j59s08sTJ2qZh0D4ZrI09N8+Pfq3rSQ7zxNc9xN+d6vS+tmn57MAWmpa36zS+eLK5ZZoXh5Joi88c7I9cO6NjRNXL7X54N79i+dfeDGm0qoCsCl0orDcqkJATx16evHCSy3pPHwkARccciUPKzd8EB5R/0fyLFykcOgLa0MID37JrVCXQll8OS6+V1W23dG0hjc8DHDZ7wTIyGsg8INsfQ8cY9WU97DOuWcdYMdKkmDo7ylkpx8JidpxzEmfnRr4CVdmHPQM7w6mceTIkVHL50oCVF2WUQNjo+XPVjBkbdbHz9tnyvYYPIdWOqn5sb3cN/282V4zj1pRs6YVRuu6Zp+dFSlEY2fpJD1PwlLemkDU8/ZlijFfSfhMABihnQP7n1wcOcB6nZRsipXxb9tWqYDdFSJbeWSER6OAseT2bJ4jOIAe8OFVDyd2NegKzRp/NOaYeckIxQy+oSsYQvkwKbOUsRB47H8UIoXPeYkLGR07kkKaJ0quxIaSNLdu3TmUBMoZoU8Jt4hhbcy9SFt9wQf6ZnB5b4pVs9v5fgfvpfrFMtVvuC7fQZ/wC/R96NCh4fmANz4UG/MjhDFouJoGvgMMdSmazDvTC3e1lJ63YXj6hp4QfslXSiisXZcywpM2lKt4FMhQsurgqgSspGrw4Q2ykz2lTEHLKU8qfvw1Pwpag8Z5U4VF4Q/4ontzgIYdeCPlXkjI/Mn9oFy7rHo5HmKVJX49+AbYdB+8Vc/FzFB4/MbXqWDGyIvTPxNNBGybNT7/7HMjlHP82JGRHPuLFgL89Gc/TdivGbVQVMLGP/EuSoYwLc8w3EKTJ589sTiWl0cNpmYyniTMXXir8Un+f7DlwRQaTAFCazxFVlwKFeO1YICPTfyZYdgqx+YLPD7LOKKcHjigEvnW6NOmkZMs2Vtl4Vfy1jxdaBo9j/BxnmhwWFrZPnApKO/87u28o+cXh55us+eTxweseXUpCvjohfPnF//y858vDh16arwH7xlKJl4YzIXX1IWBk0fCYxsVSxLGjz0P5/TfykDKBP7pvL8D95gv8wg3RvSk65QSoSGGKL5DYTI2ChOFRtuTB1KZkEmmgQGjBoymMPqUW4oPgSFFcMiZvt3nM95XX2zDAe76c/nS5cWq3XtHu//WfyZO8T/Zitj3rITM4RpWpoGwaiaBFjJESAYL4cdS35jJ/ByNkBCwIsKupbwGEBOSjt2Huy7vYE1JbZCWtssN7Xn/PeamHkRigiI6xNp/3jeg1JgQJxfnyCQPwIBsgjB/Kz60yyIcBIUIu989iHkQaX3hndDmPEmD0Mf1ySvjmvb0wbPaIOB9Q6xBdCGSa9pw7wSTgNLhOYdxaXu+5nn3D4QMAcBUG9pz30DamGpPNg4WY0yvvgzLM0Fp7O5zeKf2ILk4uHwT5+QRUDK4j1UXxVB5biA3rw6km5CSlh8sm08eEHOtn0I1M+Ebszl2/zTWScB5z5xxb6Ti68IlBO6a3K7ycihFH3308VhFM5IvY+ob2q9KAu8NDBDDMxdZ3Nrg8r4eo+Ix6eKwriSmbyxp1TJH93KTE0rbLlWPpTyMo8dOLA4fObq41A7RLzz3/BDMiBfcDxzYN1byDGWBDtpLLO1WoA8R24Bu7dK0ZJSQQsisN1YsWUIhAV9jBXKJ1oShPJvl5RSvxkE4oA1MJkAOGFEY+r/fzVWWt7k0r+BHORzzEH5gFlN4alqKP+MwWLtvhOm6D/wxDLhivjB986PNZ06eHIocpsU7wksmRGbliho29+qrGh08UuaLIbBnl1BhOwUnDHbm0r97u1U94cWmxs9bQ+GkWBGgSymW9hXjpQgUA/4Poy/hJd4gltmzJ44vXnj2eP0Lz1pyf+7cucJQXw1Gd/DAntFPTE6i9erV4Ul7J61uM05bbNRUbaGfyYPIykQfLH3/EZSruheTx8DRlf+ihJao9xs99Jun0SQRcGCwJ4Xh4NMHR5+syiM8PGdaJOUS1PJI0BPBTkDhNZOA7ibqjX70XsrSo/q95lE5Mj0rf0vdF3SFXhyEBThTUvEe86OYnXwZHo+b7TLPeycsOXZzLlzHk7h9557F5eoLfdrqPXjEyp0UnYl/wTW0PPhGfaJwmEf4WudHAj6hNvJoQKzxCEPxHozBNgbCHu5R8uCy0A3+o12KF2VNciz+bzsKhQ0fVZvJqiQF+2xueTdYVwO79+PRQSd4T96w7o1P9Zp6l5KVF8f8wf9624cClZzIU9PLx9L6l195afHHFZXcs+fJFgK8t/jHf/hxHo4zhZ5vpggcHLzmbqsb9RXt4itow9za78wqtGeOn0x25B1OiTFnX0Xz733wYd7JT+IbO8qpOzC8J1fjJ5svtT9hyhCF9nZjbeKGUsgrCK74qe/5g66cMyb7QEnIv3Dh/DD4Xis09tKLL+SJa4VUCizvlsUyPNX45md5ntR3kdvz7LPPjLF8Ul7bcvIQTuAtVy9fGXsqKkC5LR6jarRQPm+xnbXxbXh6/sKn0diGSk7sHDiExsFhJDI35/B3Vv5m43PgCRwIp+EzLRTPmLzFtm5BszYAzrNU+AiPpshpF+/ekeeLgmf8cGSCTRXMh1KmDk7Gw9cwc01fHWNn8WCg8rDUgJnf6Vdcd7F53PVv/+ebKTYhLOJnKa9M8UBAg1DSzFfpX8hJCDkwk0gvxJ1WxEgMFDu0q6hiPawlO6Wuqh1MmrUHuCzeUUE0AjbRhAWh6vB7hKYIIW1jbiiktzgwEUTMC+EaxjKsoP4mYPRnBYLrP0Qhh2BYIwjNJNR+L2+yCIdGGqP5VwTo2Sl5c3LXan9WTrxzUkwQ2uRyg/SYBYbpXRDMhDs85x2uTc9NyhJEcc04fXvGN0bg270+j4yLkhlHkHNgOwCCkwPIcWoAAEAASURBVPAxJyxxSDVb/J53DMYVLk91ZZqZ3PwsQwxnWwnFm1JoWB/LCXW5FStafbCSwKh9sV2MOCAOwegdkpD35Aq+lidAvyhM4z0tMR1uYfADx9p/FI5YYjrgPRSwVYtf/PwXY4yvvPzKKG724vMvubPkwVWLnZIpY1SWX/IijGz+mNj506cXv/7VL0dF4C9y88ofsY/ToUMHR6Xbjz460zvyBJb38vyhI4ud1U2wA/NyuxIfOXyo+56qbzFgTLUxcnnfqO4GQY0GKQjCW3InLNtVx4Sl5zw4mtMxlyzrxqy66LaUsRB+JGASUs4DlDkbBcKarw1ZktyxcMD8eneAGW3daw7sJ4MJzwSvDVYSJjIzCgqNZykw2jYndginwG/ZsjGrM6ZSo2ujKcnWkivhsHDIU08dGEwGDf72t+8WtmvX74fqeKR4JSTWJpB25BLnabCBpR3glwLIUt4bid8NatDSzZIX4Yj9jWyWt9Wy7+ZHsqn3P7m3hM62XRBekc+xuTFxt2+JUYKJJGPC/aMSlcF8q6W74Tlru+EM9/zVlB+K1t3yYu6Ho6vanBS4JLYTUnBbzZhR46h5qXP97QbMevLMPpIAv8wbImcpmglevGeEqFIQDx9VWO3O9WArJwbfcVvGQ3ixKsEln0W9rdVtfQCrJ09HeB18H1Vc7vEyAwtD7Fyh0lVZ4/gWvnHmo0/KzyiZuFIWo/xAT03LkiVXbo9eKjnQTCX9hxL71lu/XXyWYHTIF7MEdlMVig9WmXV3VWi3pIgJu1651GqYJUUY2xok/Lw/kq/zfsG1PnjjxipbwxP4Y54YkPDXb2wA3zHnPAgKClJqhG4kAQeiEdbhUYKfPJh3e7d7lnrG87cTSjxTwwtQm8JI+IL2lWFglW9JEEsEvtH+Uaalrg5vUayqeZ28QOAdVxuCEG2pM0Ro/vBHf7L43muvh6srF//wj39fbZc3x15T+/btLG/lmfrJaDSWDLuUqZXJiyl3bcrn2NuqvAMHC5E0HmFfBSDxp7fLv/tl4SIrIL/32qvxgiOjfszv3v1t477fXFUAcW0rJptscNQ+orbEGi9D8/i88e3cuTsF65ngd33x9m/fLvz6YZ6re4v94fnThw+MMA9F9UHJyqtWZByho/jG2Y8/WvzTP/7DyIV55ZVXB70LN36a94ZHFE99ojYWj46mMH1ava93RkG7/Qen1abC5wxUuWwMKPu94QMnU5D279u7ePedaugkWx/kHBBqkqRvQ1/wl/tF0SSfKJTy88ARP9uS8bF9Z2G9xifHjjLCg37qw1MZnmcG/znQ0nGFDNclI8bM1aYVghQ3/V679n58eM9QgqbVfnOOzb34YxsL5+E/98n5gS9DDq4NMaJVOUckxLd1fCPFBgJiHD5c9g8CgEHOIQfZ2gTG5DWYtEAx+URyyHE/be3iiCG6b9++o22E9UITaoWEeglTtvm63HYSu+7dszQyYusNPCwIhydoXeXyh8ba+zE4EzsO333ERqEkhYcyoy+TsjNZTtoZFNp9rg3gxvwtJ67r/abQTMrE1PB0u7+Nu5f0jYFNQgqjePhw8rIgsunZeFZIpH8mEVG4b1JQyIivhd7QlgnY31sFnie8IJy+0pQd7vG8c97NUuOOHivAvKfOP04B4VEQlyUkJWqxwD3Hq2PpLkudcbRYj5B6JkFBULJ29FdyroRcYadrX7Fkp2trFWaj2ed+VxobTCmDEkHlV4xwSc2yRr1vsnKne4B8uWJh+jIs304gqivFmCE8D4kS/goNYnaD2WY5cLNzh6rjwMvx1RdV/+y9NvH8Iqa1esUTw4Nz+vQHEeKtsVP0zgTr5ykEBNDWrGRMXnzYfkPK1Ns4klKIcVG4JOCBeVMafvE8TcqoGPzlK5eC96SQgrlxUVwsM6cc7dyZEE+xUyGbMFiTRYPQ5zkn5FhdPBdwYAVTthGaQ4IY7CVVgovrDozTPGjPO1nL3qtN8zQrN/DiQXSydk1hgeAm+dJydK5uyofVE5Q+/NkSWV4V1qDn7t7Oq3A193k0SXHZlAcNHA4fPrQ4VHiOF881CcQUO0mCBJ2tDmy3QJHitVFEU/4NmkGbvC57UyRfeP65xcmTJ2pzEjoKA+7esXOMZ+9eCbm2KcjabZ54IyiQLzz3Qsz5wOJ377y9+Nu//X8qASCZ+GvP5/28AsEIjsOrh+HwvUgRnAJkcAyqKTWqyGLiiiKuDsYrCs2uTBuyxxDhv7qlyusLLVr+vbSewMJXJDTjKeFDzzWY2ugZ9BaGWGZrHkptCM494+/mI+4yaAO38Wts9NsexTfzEv42YffWb/OIpTCgR2EGnrf9hT14Y9CNkDI8OnvuwuKf/+knQ/E+WVj2UEthn2r1lHFtKtS5VN9XPrkrpeaJkV/Cq2PVVhtVNTa8Cm+hPUww8Nt+Uax2hTrxK/zGt/5PY0yhCHeEsPCJJWHL5g6efRUeysVxH1zZ/nDbWJlToHXyKJV0bjWee7vJawduyPkY8qEQ9ihUGOLxeju8He42IQOv8caxwq6H8SA85tjRw2398cbiO999NZy4uPjlL36++Lu/+/uRY/ed77yQrHh28IIPPvhg8BpeZfSFTuCdJcT45rFjxxaH22/wzr08pvXuqxR5JQx+m2Jjh/rXXq+uzAutEmzc23Zsjo/myS9r6vIX0XrepLGFTAaY5fjGjw+bfx9jgCEjV7A+v/vuW4vf5a0RRh5bqURvaicpKAhHFLskG/GMU6c+bJuF/w4cg57grvwqcueJDJBHzUczNRT8p59Wd+u7i58Venvn3XfylFbYLqXC0ZDz7pUfl1x9ct+TQ/GQYKxCtnw2ix8UHsSH1WPijYTf6+F4yvfa8GkYm/EF8mMy/id5syJFW+7fhx9+0NYob6dsX4g/S9TOy15+n+1AGK/qJqFDY8CPwIhRDv4MM2kQV+UIZczhc3IMGWnu5Qkml+AG5RiPQGvf1vGNFBtuIwPwMdGzsNWp+W8DHoQe4A0Uw7x3m/fhfhVOT6eJXhxjwCzF8W5kTQtP/aEwhxDCVYFuANq7MH7EBojrSg51v3ND0HfeROqDDHFZDmwY56yqilRHf704A6zJMbmRm77ClI5HCVqhGu/wPscsUEzgYKKdc51Q997p3JRPMgj96+uuObTj49pEIBjRpJhM78Fs6kttjnF0L+IZTKDnvcfzxjV/vNO4uTVXZBETOGPcEdrd25VIz0rjPgQB924eob48OrVjfNzsa1Zwf1uqDzEJPcJ42kJgQuLmLCVUeGhVrjhKDwucYN7zxJMR32TFURiETQhfTMCcGI+xjL4POOhfAsj53gnuCBDD39wy16HY5s6+lTJFwVUcjHQyvthhY4pxFVMeS0jDO7Ukjhw5sjjz4YcpXuq4PFx81rLM67eulWx4dLFn/57RX8mMrC3t8zDaikEJ8aHVpUT3R0QuDjx5P+S/PIqweYfu1ldLu7m/4e3sRZnxfmveIO7U7dt3j0J6tgO5U27JUBRSICixo2ZNc9LUDlym0AmxgsU0r3BECCBh07kZV2Y8gC/m1THj+R/i1ewBhU/6SLGU4+DDJS3sQ2ipEwWmYAHPhNMOHz4cw5MkyPrc2XyxdllWVigujfo4XN5wyW7EYM7DqnDZ1q0xTjCtfzyO8Ab+UBS/bJXP+yUP80BgXqxniYgKivHqCDFuzWPx3DMnWq2ycyi19vKCN2+88Uahl6OLI3nebrbUVtl5Ho07zUvpC4M5D0EWnrEq4YPxDMUiPIZ3lLhH9U0dEsoebZUCtr5CbTwaJsP4eMHM6QipwY3O/6ux0X3AvrLQUpDvvGrDFCS+HHwOv0DH8YCUHq/x4vsteFBQkCLoHtb0+fPnmnuhpc0VS3tqrNBB2/rAqBoqEQUgHrQtD+WLL700PlsTZISK0v5W8m0sHMH7Zjn/rRJgCUM4gb6H8pzQmviDEHa8oQ8c4+12NLwBH/fqOzxW1dhO9nDDuOSubEwAfZmwdXjeyhm0A0dXN3+P4x2eZZSAx+Qly6hKsV+7ikBP+emVlEgGrWd4FUcHeq89ksB68lTH25qz/fv3t+fai4vXvvudoey8+dOfLv7zf/pPI4dv/4EDi5defmHxg9e/OwpgConYOgCtDAU9XCCTyBKro+C2/Bp4fTPcvZSxdOrDDxbvv/feUGTe+OM/HoqTwneWyysHsfPf7xp0Lh/mM+G+xr1rF4/XbIBMMse8TTy8gnTxvXfeeWeUU6DkoxFzYmzDqIxfjXxD9H/jUcrHR4v/8l/+dvT1r//6r0ekwqpLvNCmmfLZbmeI2AwVHsLPF198YSTVfxifO3P6TPMwpTSIXjy+Mc2h/ZrOnz87wmETPjCy24esMC+F78voKBAPPmCS0QecV4aCl5SxY8UrxRJM7dMmReCnP31zLADQDzwBrN9NgcNPduRhJT85Hxj0d+7A32mxiG1kyArhOQsCRAyE8/fs2T3mZBhl4ZL9uTx/53YRjowLeDxl7gzU+zf9840UG8xjFrAA8f9ltL8X2IPJdK8OI2BLPrn3aa3ioXJptDMYccIOofPOqOpoYrn+IAmiwKDm9rzPBI5Jqn19cCDMwShqkzbN0nLO38Iu833Dg9N5DGVqJOaSpYbwKGTum5jcNJZuGsg8v994XJ8Pf3P1c1nq2+hzbejj/Ix7jdVvh/u8x++JMU33z/c45zO3ARnmdmdhN49nfKcRC+fNgiY+OjThzy9eGMgksYzGLNeAgBAeeLxCuBBDDwrBdzD9/vVO3jTvlz9CKZXnIF5st9ovr15bnDxx8l/3ClG7QL6Kb30kLCD/jCPL4N8cEr76iFGuqBPqUMQXB8LvLozEQ8T7MJRNDLC/rfZh+SCcuj68Nty1iOX48eMpPlOiJrDuL3QCFpjepcsXh6du3/faJT7CHOHSxjiSDWNalI8NwQMKYMBz4StxcPkSShKouGqezBEmyWsENuAyLNyqjbJ6LFm3nBfsnc8kGgobWOzIumGlW+10+Uo5QcFadVb3ERT3bRnRwDwrn8e7PEdwYK7+dp01SvA75/eMPxRTDAdswA0je1hujdh9EEnRmepKaG/GPW0I//DcUCLAgIXKchT3P3PmdGPMe1ijn1/6rLbbzTumpM9i7ugS89IHjJYXZapBYxzCn2uGd+zDD08Nxr4z97b3yBPYkrV8vz5Sas+eOzcUYvDECOXZ8TRdKGcAPL73+uvDM+LctersRC0jNMXryBrk5fNt7glJfdCW/hor+tcf8OINW7ehgmu1daV5sN2GbUJYjtMGutF0EJtCiPhAYytMBR8eUGpSblaumoyLVXl/WLhwQe2eSVGIJ6ZYeW7nzicXJ585PpTlTz75OLqYNgNEfxToOdmSMBZ+0G849Nzzz0eNU1jA2ChM9uySe3Hp8pXFU0eONsdTHylNTXl9kLPFa9XYgxmfLY+sontCnkJE5gsMBo8i1YIXGPJuCTWCA/jBHbCEa/izpGDJpZbBw39GCK/AcsKbQjm8xRCvDuR06tlou9/CJCz63hicUvDDc30wJ6OWUed5SrqlNhT13L34wQ++n1LyylBW//Zv/3bxL2++Od736quvtl3LG/Gb49GSSrdTyoKxoDkKBbyF06pgHzp0KFyyVU/V7r+mh7ff/m2beJ4r2Xjn4o//9E9LJj4xPChyR9xrVd6OlHbPnj9/Pk/bW21N8P7iu6+9UUj1QHNW7lDvQYvuh/fo5Je//OXiF7/4xTAgX3zxxcXhw4eHl8M4reJkWOAZFAM4rYaRb7QgFCkMuLIwpnw1eMegC4yDnpSBmPJOFmPlo/NowlgZksaNr/me8p+mEhvmEY1SOOEnPKJI+tsxGZ1ls9Q/Kw8pp2hPvhkeYGw8snAOP+K55QVTZ4dCyVgWHobLCl3eu4embg+agi/6DAfgpbGqLq9u04EU1xPxa15L5R4mI3oyRNCr6Ad+/20d30ixgfiQZv6YcIgFeBio367NzHf87VoIDTDnz386+k8AAoo6DrQ9is3wAkSkw9poB1hChshF0SZlZuqQB9G6NE+ayQQklMtVPLxGEVUnB9Of3WYQBBPAyBwrule72vzDMblmLD7G4vofHpiotubr7vkfx+4ZbbtPP7Xv3Hzf3IZrzvltnAjIb3D17RzYzv0zVucclsIOKHVfN493ISb7cn0VUwVnH32wAaZiawpzSVgcY4rBPSwsYaUS+Ll31rohMLc5hs3boGLvhfOfD80d0fC28dSYV8TvWX3U53m8M2zN1wPMMuLDVBtqRLunndy/06qoY60SeCc4d4+VDglO4aZExWCA8iK+SLF6GAxGgaeGuidiW//d10Z14F/86uet4pr2RLr85ZTVL44uNDDq3ehPz1JiajjcaSVH1tIg7oSTXZ/BUK0S+47dSXmy+RyGbE4IdQoKwjUPmOqdYDbN57ST7f2K77FO1b8QAnDN9gnCY8MKi9jhNRg9fmw+zF94jDa+vn+epyFEehecAj94ACfMuXNDmUmQgLNVL5iN3BZjdc3SUds+mCOMcJRhD+9Wt5JG0r1aKxJuvY9lZWkpZn3q1LT8lMBXit1Bidy9e09jzqr3zvqsH4SWzfomV3PMspoq7R9ZX6fxzF4w8NN/yu/mjBmKrTH/8uc/TxB8OHDQ+3iEFCUjIIz/agmGLO9DrYyxhcaj3k3ZwgQxUauOZgULHuuHHZzhNQFI0aMMEfLGaSHC9RS9c+fO5gm4NrwjeE63DTiK83OLU1SEdh8Goyg6wb9+cfhIYY0EIdgzYHyEFwhw1EdAyEewSvDZZ09W6PDP6/Paliafir+VrG2OEgTnPz03+BZLVoKmGj7qT9kKYV3hQHzQYgA0xaCQt0IJkMgrhCrcAZb2h2JpL0VLPLAUzJX1m1I7lu9+TYNgMOokBXP9hOO4GN4Xx0vZpCysSKEofNlnS3xDbgwvl60FdlbK4MSJEwP3PswLNzYDNQcJXiG0qaWoKrDgr5J/l+QkxXfhpnAbPBs8vH+ttOvOxnxrKHlHjhxpj8AXFofLebtQDaV/+IcfFy56a9SH+l//t/+lwnbfWxzcf6CcLInqVfcuJLKcAqDFKfLWDPfOW82r37vKRYJLaOD06dPD42C+JQX/4Ac/WLzckm5hX7g4juZQjhH8Ql+UfUmzH5Qvc/r0h8MIIdTv5kVB0/IY0dSP6+fPfvazwQ9sTHqwsNG2FC/pEnLBGDxyA3lTrCb65S9/NcIwz6e8+qBp0QhKhYOnlbG1OY+oECClR8kFxuKN+NCmEvx5PC/mTfJ+/H/XTvNWfZ2uSx242flHeQzV76EoMyTQC2+1eXuA9zRGeKswKzznmd9Y/uLK5OuVtjegvPDWUFr+6PuvD6XE+NEwj9P+CiGOHb3jhUt5f2/fXj1SCGxF4VkGrNCr/vG2y/mkfKEP+IDG8HYGLIVXeQVj5v1Ri+3bOr6RYuPlGAnmNgtpf2NWNFQDwKgJgSHkcI7uv12+Ai2W1o4gMB8DBmRVZFkdQ9C6iiiaFGGP6GIIQkwZgF3zrLYnZWJWFhKoofxEbBQSQmzylNB30CHB7eOa5+cPRjWNZ37e93RMzGz6e75fHygKswJi7HOf3Wkc88c45n7PbbnXx+FZ57U9n58FHQJ1sBq0N78fc5/GyVrDXGNYeTbG8yEsxY3733xM3oYtI36+OsZtOfWaCvlt2kCzL3ZcPyAhZqoviE3IgQubFQcumOie9i36zne+2xLZ48NF/utf/3rxZpYVRksgskQJQYzFmIfw7RucxniCOQSm1KxuLNybL+V+fuONH0QM6xY//vv/WlvLKb6fhPxp/oHHOIQwxXi/SmFhVbAAbhZ+wuCsOJAceTbLeNeeXSW/7YwhT27co0eP1sajloG3SVswsSXAGv1pahHyh++/N5Qi8N1esuzWzdsGnto1meud8COs4DFipdAbGybEGnaYEzB3bmltAqj7buQVGG77CBdMWVmK8cGVnuiTAGi+J3yfvHfyIChP7jGfvt2j7RkvvG/GI+eHxZd3RC2WWgl26KYl3Alg86jPQkzmn8t78rSkwEZzvFHXK8N+sVwZWzIQvPrFZYxoZnq2AmLnTsnEO8OJDJrad47CGCWN0JBVXyPpvvGaa0X5LsTowGTaOkAI89ZY2XK3foARxdsB13hkWXg3b94YfbEfl/6Bv1UgaJdHbQiNvCJAKEF+Q3kyG0pcpgTZcbwYYlQcTQJHtKAmTCI/fJuW4d+5O9Gosch5YqU6wIrC+yi8wZuG5yHF9lb91y9u+ueff26M11xsWK9ekTnKC5TXDq5LTP00a59yaA4od5tWgv/2xlU4pBClRFLK0WD0JZQKndiY804KoRAg2K2Ix+3fX+Lr/gO9Bx6WQ1GIw67vki9v3JTQm1+nvg46pezUZhMz5hXO+AzeY3DhCQuaoHVu8CJz16f/B25nBg4eTNBSighFuAOMFMtXXn553H+rsI2xLffux48Soik3w9PbO8arghDYecfMq0Y/5vdGUxO/nELtR46UT5OyIZfrd/Jf3vrNwBvbC7zxR99f/OVf/eVY6aPOFCXvUR7ex5vayTxe6PAeuA2XvAf80KdzhOx77723+M1bv16cOHx45NQcPnRoeAht7eFeNKT4Hg+q3+bAs6+99lp8c/viV+XCKKAIFvLUrBilqPK8uAa2r7zCy5SSFo8cgjx8yS+S0t/Ch5QkuCmnxvgs/aZc7amwJ/ryTmMYimp4dTtl72bJ4ddSUBgFZKXVgzeLchgf2vfc7FHTNsV+DjNLyJ89JowwCgjPkHamZyeZxFvKY4PmfcDBPXi4Ojx49QsvvJCC/uyYf3yKUgXucENf4HRO9Gj9q7yJlwZcpSOQF+5jpMCdvSW+kwv6jb5vFJKzFQaaI8Nxw0kJfjT4xT4T+y0c30ixATzAcOgwoJmkGfAEGuJyOA8QEEYmvEmxMzIg2LWbADVBEkQn7dVQ4UztQ9bajmv26XzMbKrS2iR3jqUxPlm+AMV1a4XPIN6kV7wt4lP9tmGm1UxqT+2mFPAM6KPnMCvjsN8QbXZYF975PxzGoW0TP49vItRJ+MzI5x7XjcE5h7+d9x7XIPP87vk14Od+/ZmvuwaGnpnf7/qkNBoHyyBhXd8HrLqfAKAguMcHAw6lp3fXj/W15xzNHgPWj040R9M+QtO7KJ1Wdk21aWxK6mA5yKzfl3JBEP/4xz/+OgdFwu3SqOnAwtN/8WXWBWRHOITE8JTFHGXrs3SOHD4UE39yuD/vLt8eBankzdyOkHbtmuLkX8Rwr5SE9mWW76EDBxf7IhYW7pXLV0bY5NzZTwYDeKJwCYsf3uxqRY7VFZJp7+dSFYpcGdzEluXPPMryetB5oVHXNoWHK7eEME2XjfVC1hRAuUeTojEG3z9gz/NkHo2fwMYkCPGNG7YsNhd7hoeWtYtZO+C30B/cl2dByIA5psJrA8Zgrm2w8u03eJpz9AQ3HM47ZrryrGVCQnLm0jNLbWqKVsy9+/QV0xs4VVtyfJa4upe/GHCnfBGa7qUIa+P370ATMdSs0HUlDkrMRVPXox806KDsUAq83wolK38kK6Z+hPPCEPIq2uhyxZ2xOuNWXkSMd30J2paAc08bp/2ywOhW+XZgtCul4IndVSYNvgwfq7NYmZNXFn+YLEC7NEuA9K6laMGWFYP2HldO4NIXi1NnWp2Up+PW7WsjXEFxmL1+YKR/Jp6yAL6Dp/RbcvWFz7jTp4JklAxhtr1717XXXXlDG8o1qg6NfJobCX30tKVE6s0pyPYewkngoNyO9957F2oNxV8BR/xQiOBGu6zbWdyqNsv6WbFjP7GeHys5g/dyfRIuudhmjFcqV8AzV7wnkp32fbrR/Annr7ZKq6FQOtEZPL2XMjApGwyK5ivccg2sJVNfvXqpdtAIxTC+FE1YvWNrkru1y7tmmTHlYVfKv3ow14MHgTpyd7Blxkr9WZVS1o8+Ew+Dx3DDfBFeA+bBRD7Piy8+3+el5vnR4q0SeikL1xKS+0r6/+EP/6R8mu8vjqb4wH3KFMXfSlsrsXgU8BOhaPM8VtNGTww0hohQ9E9/8pPy475cvNw7vv/ad3unZcvqYrVvXeMEf/hOITfGq8GV53OeI+GXdyvkeeb0qTGPvJe8PP/9V78clYIb5eJ7hc/khP2kd/EAy5EBN95TQn1H3qNf/9rYftO8b118ryKAJ8L3wQ8ayyhlEg70+o5HFR/8fHHu44/DwXgjb3syEi2OsFVzag7kbznHuzXg21jUXuKphI+8HvrpHnKPHBDiUWvr4RoGzc3BR70032aCyaq5jIjmGn/GTyiF5ohX+vz5c1Oouferb6bKO35x69b1chu/HAr7oBl4G4yn9IEKa6YsS2PYMtqJ92RQw4PE1MDf1eH1GHVjxbuMhVfp2zq+kWIDmXTEgVnOQhtzwphnAT1igTEO2hsGIpHL33/xF38xACJhlXCQeyA+SvMEXBnSA+kQCQ9M33leR2zOaieMmhLkvQTE5L2JIQV8yoO+QZbRz/4geJzTv/7v78mqmcYxKwzyQKY45B9aHcaoTYc2vM/EGves1Ph2j/ZmweP+GQ6+jcc1z82wcx5cfCDtLFA869Bf7fqe253Pze/SnxUrE5JZrkPONO4xzp4f13pW+ywTSbZWMiFmLkPn3aMtRLBqlZ1ZCbXpvc6vXDktSZ7amHbyxjg3199jx44NGND0Dxw4MNoTmqLtz+PUhkz4N9/8lxES4W4dwjitUzn04VG5eiXGfWUwhVv1416Khfe5TxzZXGOKyqr7lrNAAW2Gh0uau1MFXsxA0vjqmAshZHPLh4XRhDcnWGQxbgq36j+GSal++uABABuCltLDmuHRSDwMPKScmAN4LV7sGyMlhNYMYTp5pAhqh+vr2kqBB8GcW10F/8YOylE1nFcAT/cxHcoNGpjpyDzP+KE9cwm/fDsPLu4Zc9w5ba8oqXW4d5vLsRVCc0sxcHiG4ianAmxsamnl0saqIV9LqMqvQA8sbwq7g9cNbhonOBn3ZwmT3RkkvDVWcVEimtqOKQyzXAhvdYmjclo+jemy4qb6HfZpm9oVZrGfjTn/qnejs7E7eMnICqpxi3uvrrN4t/Wu9Slk5tVcE5Kxhq/h09wDYis8VpYrhmEK80kEZwPdyotxrpD3+x+cad+rc11L0U6xYUEa875c6qQY+NxIubWkW1gNXM3F5s0VRYzOPz59Lkb/+RirvtltfWvXrEKLdyfop5IVG1MUnj54KOG2I1zaMRRnQtt+R3KHVMYllHfE5wjNHTt2JQxLeP/swsABcwHX5B5IFIaLK4OLpdbGbi6sHLuWpSwM49wIyzTmHKBDSaRYLCcocCs7YDe44fVRx0WyqbHu3JYHLzjzHEnIv5lXTHiIJ5THBm+1+nB98/FpnkcKFU+CMJm+SY5lrZt7SrkVjNoNKbx0hMYoCpTfkUSf0gS38FblAo4fP1auRavj2sLgizywb7/125GASxH883/3pyWUP9u1tv3Igytch0/hAStbqUS5sXKS9wCvlzfF20+YC98Y75l40c8LcZ47d27wIaGs7Xkh5a/ggQTvWDwRXqOjaSVnQr0+412EsQUB8FsVYIaS5G1J3Ppz7tz5+MlSycffXfzZn/1Zyt6uPE1vBTf8gjJJgOfhiaalXPzTP/1jdHZtJDVTjuAQnogfzYtlwJIS89HpwsApDlszfii9aiAJA+EtnsMHZu/UnRR1vAaPMRnLhTOF2uEcugCni/ExCi++vzt800eKzNW8h8Pztrx9KKVo926w4Y156aUXR36eUix///f/ddA/I/bEyZNjTHgxJe7i5y3bPlvuV0qucdsjb3ey3bzALe8bhlsKr1pyVsitZjylW5srxh+57R5jYxShoW/r+EaKDYCaHEzAMTPZ+W8T4ToXPKYIgSg5H390ZiDj7id2DiDR+lk6I4k0gJjgEaZKi2HFEMDRSojSJ4go3DXlyUwCAmJgllxlCN1STQhpnxDvnJQNSszvlRoejvnQx8mS4DqclvMNoRHHm3dm1gbChUCuESzGO7X9e0Vm/j1CLl/f79wMG3/PSoT2TKY23e/8/Lw+zR/Peud8/2Agdd55DMgz42ganCNAxNmdZ5HM97jmWXOQnK9MvpULVk7EDHrfsFrGVBLokyAdDK5n3Kc9MLb6YQoHqGMx5RsICxE8hw8fHpaC5yalYaooye3PtWyexXp5SIQ+HjzKmxAMuFrHUsms9NusqRiDvBTwQZDc9hg+d7Ay53KuVN207Fu4yn37W+548Kn9wxLFtM2wehKE/L0KnW0rjttQhleQS3k4QI27NjbW7pT8ykK/lWIjE2yaA/shWc1ifpYLHbAS4T6LC0y2tSoKnPWBp2F1Xo1pLn8fUp2UZbSSHGwJLsHA+8Cqg0sUHgoWhjXjwjzPAxe/hv+MI86B74wTvAKUmnvl8fAa6SP8YZFj/KbV/T76ahsLlrzrGJTkYsyQIAI49/DaGJO51CZBz+Ohr0spxsZC0ILDoK1CPZKtKQ+rC3PK1xFm2Shsdy3BEwzH9gV5fOQ0wYMHMT/9lLdwLdxAf/bdMhfmWm4XGC3HnHfXrt+BLRiHyzFnqK/yNW8JNMb0bQ8hhv/x6TNZ9ZcWp05/tDh3IQWrc8boMG8YMWHJ46T6LG+DnZrNB+ZqTN7Hy/bpuc/7nsJGhMz+/QfGHmFbN+cNrM9gIFy+OgPgYcnFa1N2GaMECg+o76f271/sy4K/ePnzxcdZ5JInx9YidUkCbnI/nJwKPy71jHwvmzh+Nbyd90YYUMh4W94hS+MVFVyqLsv97rmZtS2f0Fzjh7eCNUUWfaJthuQTKRGj5kzziF7xnbfffjt+/PlYFkx5sjyfcmHV2hcZGnat58W0B5EQGxyl3KSyjHHDgZW1TwuVCwfPKFPGhlf7W7hwS7hkP7dD5aAcSnF4+tChBO/KVs29OxYi2Gpgc4rHG3k/fvjDHza2NoANLynbajAxtK5db6PFzq1LaabEqGV19PCRdm3fPorYEeTmUShIHtC5s2dH2PzkiZMDxz69cH54TNaXp6Misi0mKNUUOUor3rQUzsmp45HmXbBs+/jRY4srWy+VS/NmK59+PeCL173y8kuLP/2TPxlGEbrgWbQiEk3IT8Jj7Lf27jvvhIcXR7jqtddej0dMBQ8nfjYZM4xkfRh5XykjB/Im2m4BnQurGeugT/BtXtEpPjFWloWnQvqu3ypEyZMlLIb/Df4ePph39+Od6NpWJrd6D4Po3t02DL4hr2taocobyxtug1her/fff7+2RRbKj7t6uTmoiGu4c/HK5cVHZ04v7tQOXslYVivH5p1rnyg9pf/QP16H19wPvx5HKxwW6BZ9f1XIzWoqHnFeXvjk72/r+DcrNgA4Cz/fGCJlhpaKMSKkiejuLn739u8C/mcxrym+yT0n7qicNGVoEqCTdwawLQfjBh/txoRW5mI3id6B+Uz3q3w4eUHu39eXaeJN5hAMAZmlqu4DBuu8frE8nccQtcf6GPeFODcTcHJ/VueqdWDA2vI+mjjk9puw0dZ8XTv6qu+ujzH0jOs+rtFQ9cHhfu/3gTCO+d75/rlNz/7hPbOF71lr1zFQjKAeDLgRHp6ZmHWJxBEJxscyUB5eghwBYYRc1PaZ4knQZ4XHJMAZA4FojIgRc1v/KOGUELX0WvIjYtZHMOE14Z1BYM5JxAMjY3nmmZOjwu+1LCC74d7NJcqS27U7N2r3Smzb2PJLHdq2ScXLTaOE+qfnPh17obz86otZ1tezJKclrZdS0s6fP1ti3pXhqh3CvvdsCt5LjW9F48eo7P5sp1zKLu/JhgQXD6AXEeL3BhNO+e0efWXxUq6arQEPuGXeKSiEvPf45vXYUsiB8DJeIZKDBw4vNq9PKcjboOAhxREDdRjrgHVzYh6azfE+oTqWKG+lOQX/GWbg5m/zYA7g3pjv2nNu4E8M484tnhrlEoSjpqrXYdKYf4IXDhjvTfkZK2xA1y7SMWLhSKuEtLMma39jSbK8NVHxUIKNm6BnbMA992FayvpTdPWXpSW0RZCi+bFzczT7f/zv/yeZt/jP//lvEqLvDhhKrKYkSN5kxY1NcWuDElpnY9wJyN5BMMAt75eASeF5ImFOeDVdKUEp9nkCMEhLn8GMAFVh9cyZDxa/+uVbI39IX/o//Kq+UDVwePvQAQ8KOqTYTvS8LVw7P5SwJ56wuk3uYDidZ2b9+vLFNq5oO46XR54NBcOc8dYpordl81SNG3zNqaXwlN+1hcPkZHz88Znh6Thy5EjwXRfuXBueAzljO1M67l1XYfpqcG6Pqu1VvY2ueHludt/lQk/yyNDC7p278zLt615bjKxrpVK5ZPVRGXq0b54mL5kVXJMXRd2S7eVYUGLhEq8NQePYVthgx7ZNi/Nnzw1PxK5o9cD+/SPcIDTwTDxZcc533nsvvv3bIXBhMuUHrl6/Gb+511xGB7aSgNvCvkne+Hue6DwIPA/4+/Fjh1rK3WaO4cPv3n9n8d/++Z/zgHw2llm//t3vtLT9xcWrL72c0JVEGv3Gz5YrfMiiDy3iFVPI+FF4YJWaVAYKD55zNa9Ps5yXp3IFKS2Ul2PHjoxSEHv22rjzq3D8ZjyCUM4bFa7ITSNvdu9WCoLi1B5FvWjiZ3cWX93nkWpz1sJup069Vy2i34ykczVkDh1+uq0SXqpvi8UHH74/PI0jMb82FcA8efLEWPzw4Qfvl6/yi+TfvvISXykRf9/g+5QERoz5uJKC8Itf/DyP1bvjN+WXR2SMefCZ6833l+GU1YhTaQIFH9GzcNO4LwVl0+PNg15vF/5lOKBLOLOtMe9YsS08bBPfoMQLpv1Vzf3y8rTggOLi4CHFM8aq0GDOk/raa9/pHSvq59VWib3XMw/Gcns5fFbISmZ/qk1/d6fw40+h42JX3krzgl/MMpiiOnhQtGMsaMDmu+jfINyPO8o1+7aOb6TYCJmYGIdvg3dgRH7T9gg8oQqdpuh8eOrUWIcv5LC61QkQbLF4anH48KEUHwCfVnwAEK8LG2bEbpFMr3K/8MLjtErvmJj1FG7xN0ASIjT9eeJ9b86Vvdxkcs3PSDFCPrWJYc5t+d4esmtHLg7rr+n+17F5v77pJ4GIeRkjwTOPG0I5tOFw3t9DIHwNI7DyexDY19fne8dD/UNozec8r2+zxa3vnjW2IdzGdfMwWaSs2JUpLDxZ7tE/51iokjSXY/DOEcS6pD+ELm/M9Nv7EzZZM+6j4E3zMdXsGUI2y8lS6TVD28aA5FJMc+r7fBaeFQP6euLEicHAx/Xag+xLKSeSQuUIbMs1viGrW8KuJE33yea3YZ1VMWC+K2E76tHUwTXM4f4nkCXVYX7aZGUZC+aFqHkAHuedU6dFrgeYWcXR1xj7mIMx5hhpQsh7J8VgIjaehJsJHcqwa47ZW+NZyrp4964Ezldf2fBtErS8hiiDJxC8CZ1ZCRGGkkNx6wsrUKaQLYaiecJSzgKrirA13/MyVu92DkP0bjhobiZcWhED5vnJQu/NNsxjGfEmDHoILwhwVpGlunIQKCWzgkbRnTwkhRoak/dfvnR1zKE8AXV4JiVgml+eGQo0fKEYUfhYZpKQT586PZjVj/78LxZqhUgcBm8F/Kyau17uzYZWCtWB5jAqC895JkZdo3B84Fpej3xpYzduJQeGgdH9n31eTZ7CRfLJFBpct16+XgpazFsISzuffXYxK/NU++V82nu2DL7yoDoz5sBhfJQ6igG84jkDQwoZJiuZeNBufUEzmDD+BXcc5hjOMhpGTmDzeevmFGJ33SoxSfC3b7OsHzRmobAPRg7ZsWOHR9vCHWAvgZ530MZ/kt8nD1VGTryQoo//TfSHvqb5tGKJMrW+b1sqwNHhtWrOR78K0/HYwZH9+w+M5FF/S9qcFHTKrWrHbfL4xPa8NNvHKhtCUrjhqfpm88WbeTBOZIg8mdUNj69mRJhneXxyL+D3V9fyGj7kjcszE/6CyerGtCrYLYXQNk+VGP3aKy+N8J9+/M3f/M3iJ0LSCdrjR48u/v1f/dWo13PwwL5gO21FQ/Ba3XP3rpBz9VQqV8GztiG4ML6EqQ4c2D9oXr8lZxPClBWrzl548YVBbxQXSizetipj1/ttJYI3qa4sYRg+HDhwcLGh8Zl/yj6F9tSpZFUeiXfe/k1G2OXB79XYGQnd4Q8l4bPPLwxY8+IJ5ZlPePjcC8+Ebw/yFp4euIUvW9JPZugPuiSjJJlbfPGb8ot40tH3F1/m9QgHeUzGooUMILwNHpiHGUa8MMKD5CGehM/jFegdrfoNx+Ay2Ai9mj98yMcx+lHfKI28pBRFfZ1wjpdmqhWGn1LAeHjwKAoiZ8XOvjkC9uUtxwdmWWjvqh27dgwc4ooUUrXnoOu9YIzB/Vb5cU7g1fpNR+C1OvnD0b1/8z/fSLGZNc5JWBAYMaM6jUmYJFa7e+RdEPYm8aMzZ8aeIs5zeY2KqE3m/qwEzMOkmQgfXhoanHPhQEhDAPsOSUPyaYIIZ0ybFTZlxeuDayaoR0PmkL2VE55V7E+MmLdoimWn7ITwCH14MZokChfk49LUbwWnEIR2fSMECOq9kIc1rL8z43fOb4dn9N9zvn1mxce1GXZg5vf/3+H6fC9mDFYORO/9U1/KRI8hgO12npj252GpgIX+6AOma/mzDfDsF4OZKgA2CT3wnazgaCglIQ9A2j8BOBguQZrH437hGErFyJEIyacw3uTxMjYCl8WPGCUD+oYLIx+la0JIkoIJFBbIxhLaduUiPZqFxeW6e+cTA65yDFZltR3Y1z4uG7fGvHbENAjsNP4IxfeO3vN0xc4oWCxUVr/52ZHlZnksy2Vzcbflu5Nixkuiv9uydAn/YQ3Wj1UP5HOFLM2B4oVr1sVEwpNRRt+y1XCCMkJpoExRCMFUP/bte2owwy2bWzFA0QvGXMt3YwqUcnMzMx7WoHmYnucNypMVYSt0SFigGzCHC+bNs/PcYTZwbHp+Cg9y22IMI1kvRmc3c0m2VnvJM1nb3FkBtqnQ0/JK+SWuF7pLYC5nOcnP4LGj1A0FIqvKfKEvc3n58pXgaUVUsGhc3qWK6MOHlwfuSLBGCzwNUyjzs7GaQ5+feeaZ0X/4+Bd/+Zfh2KrFf/yP/2ny6ARv+whF3YO+0LbQBI9qhn7n8AH3pCCm6BE4yy2jf7h8qyfyOFX6d83anu6bgrP1i03DKuZduWt1UV6ERylx61q5tEGOysM8WcHFGGbFBYyRHE8OuiTwPi9h0v2scoz2ervGn84i/7KwDAZ98fPzeeT2hK+7g4vQ1VcZC/KlhOTyCqTsCZMQKNok5KwiskUGD+DneShGOIcR1/goYsKysbShyONJ4P44azi1p+ut7GOlh9OWfN+JduxcvzpFU00p5jEcoQA9Dlb3qq58Pev+k4/ODFoWWop7Do8MYQ6H8FpwwDcIHKt2tkV3+svwQ5NbNh8NZ9vxPj6ovwTg6YS0pHdeSB4bG6muwJgznhgaFExGomTktc3Nis6rObOOEppnjbD+2Zs/bdXj35V79mDxF//uLxd/9Vd/OQrUyWmRrA1vFGtEF/ZCOtM4Lpw7N+aMgmUZO/6zJ0Nib8JU7stn5z9tRaAk2TXjb8VVbdmBlwyFIJhtj18u5eGT9qDYpvC25GkGy+DX5UqhN/DH7xSn++STsykdvH5X4y9L7f79VInMR4dxCHfwMfs4aWtfuVOUG++jaOxtxRNcptwcOXJkyD5F+eRQvfrqK4OGyRv0joczJMyLub8Vzsld3Bbf2rQxA/1rXMJXVXv33nvNjXGuDXcdjKdRVLZreBzD40Y5UBK+3Xt/QwpK82zOKb0KoMqDwSvRrdIfTX5h37zm8XgFGwldoVKhfkaMshFHDh8aXqL9rdA7fvzYgOHdjLOBO8Fk7OUY3jIwr5d3RlHBCykuwqEbGDlDHlX5vPQEq/wo2/iK1Y/nL3xedeX3xpi+jX++kWIzD4YwdMyC2TcGfFBBn/IqML4PslisCABUXoNJyK3OurowGDpBTdCYPMSGeZOeGI/DJDxm3QX84DKIlpCZNEuarCFMHg1a4WDOteE8hKcJYwD6tr7tA4aQ79r87byQAQF0sZCC70Gz/QPhjdVnbg9C0Fy9Z/J6TAqYdrQ5w8Y7Z/jMyok+u28+b3z+9h7X5vvc4+P8/Lf3u+7be4zNt3tYpNzsa8thAPP7dwvXJUzcM5Sur9/hWTC+nwCVAGjJq1AKpacX6UybMabYVIwMwdT8NC+NWVEyB0tVyEC5bgJxHjPCNHbjQETOm1PEK5SBaSLML/LCGId4PU+NGkYImxv8VsIWE8WIEffOLCjhMTk5W3eURJxFJqmRMmM/GiELq04cwwoOBsYvN8NYaMRrt29MMGTdJtzAErM2VGEpFjllxTWJqeA1l5Rf6plNCbqNVbee5khy2++Xlc4WlOehKmWYAn/vYSsQ2qdHjtg8n+AyzxWGyoOxcWOMJFiBCysUXvH8UDjhF9gRLsYj9KUNOOUZf0+F8MKR5kC/vvpiWlrumhDZhlZIeJYXyHMSos0pD4g2WHB7Ww567Egbg5bngAYdvBljOXS/VU9lycEhFuHMkFVn3ZBSeuzYsfof/eaBm3Ct8Ezzgf4xugfNwbaEEsYqeVmfk5/93T++86CN/8LVJqtr4X3n5I4k6/rd1a7V/fI28kTiC9El4bdcjRneDpuV8io9uc/2DhuCGY+C8FyKbcqOHcdvFIqYYIZ2Jg+o+RZGQccE3LmEKAXiyaokm6vPUnQ+OftxCovkWsYMD6l7b34NBwre1RTGm4OJEyrgggepZ6TCMGVg/4G9A8cs90VrPCMYO88EXsPaX4pub4XPwnlrw1kKRBPWeMpdKEd5deceRHMUG14K9CqUvCa4o62bN1N67t/Ou/FpoaS2pgivH9Zfytl77729+HV1YfA4oeJJcVuM0J4NIK8WFtherpi+X71yOe/q7jwGJdB2P8HDOofHwoC37kyhIsvgrUokONEB7+vW4P4g3IePPMZoW+7X+XOfpCB82Qqj3yz2pLgcf+b5xR//8EcLhd/gFLqlpMuhkeQftx07Xv/zP/+3UZ/lR+XdoFnK57r4Fy8tAYmvoxl8x/yh7SuF5R5u51Fs9V18B11SuvRrDtEKmwhbakM4MD2odjKOMkTOnj1b2PR3IzQkjGgF5s6dW4fMwjQoIzxB6I3AhlP6wNDSD2NBazzZEn93JQM/Lqfq3NnPm6/3Bqzc7x4G4LPPPjvokFJFEbh80XYnU+hQ2HB4wQa/twhh8ooMXt8544cTDFO8Am///POzAzfB68lyZfQTXeIn2r/w2fkhLyQJuwcO8mziFfrkPmM0LuMEVwcZzUAli/EkBsLNvK/zClT8YU7jUI3ZRqPgh29NOD6VnYBH8mRXrCztIxjdvXttvI8C5NrWwljf1vGNFJs/fLkOYQTzMWloCHcpd9SNkcy0f/+B4tO3mqiVi8Mh9PaWwX3ShLMYMRptOCSxPYgpYFxjGXPCAdNi1mDEDu3SMGW4AzxrUBze3xDaoQ8m3iEnB0OcrMoYZe/ymwaMy9o7YwfCrj0JhNz4GM86G9vVt/nwHIFAaE/vlaA7ua5nJWS03eRDEofzf3jOeb9neEGgWeA5Dznd4+NZH4dr/oYkkMV9iEh/XGPVTdfvDsS+F7MlIN3j3t8rTllQjZdc6bGhdPBWDEYYobOOp+TsrKxgqG1hhoHgI8FrUvDC8Ho1uzensSIuqwlYx/qCcChXw1M0hKN5i0lnaYx9reqXZxDqfeGNQkbvlvj31q9b9plFY17dzzXPa3Ls5FMJ2MmTouT7sBDqn32MeA0MiHBZuarw4LqEd3N7p3YfPmoJYV47Rc9YfdPGqATlxJisXuLWRdwqrBJ23k/gzcKQW/h+jMa44CsGgPGoA6RyqmrZVvXYg2VjeQtLitCFX8aPKcw4PjNh8yInApOQjzCKfwU3OG6+zCevE4Zh7pzDwPQHzGYc8VsoYtSWCFgYBA+btjE1Y7iVVQVPzPvqHRM+QyuhJJbt1tzetkxAL5gg5kVhtAsvwaaN2dUsNHghy+p+HkEFzwhKITBzBI8lRxKEcjCEoTx/vTwROWsSxY0H02+SGkMKSopWXRkKlzGBF/yzdJwePXJk6med9X94Gx2gXffBTR6d8YG78Y3aU7NGKOs2hSVewooGP0LA/BmjshMwGGzv9jGXxrg1hZOgpixIxN+8ZV1VavGrHUOwPHh4Z/FF+6Zh/hSfu8vHhrfpWpb9UJJSSB4mRHlVKJBowRJYtHD69Kk8AR+PvmxL+aNYG5ND/yiW7r/XGBgpwlE8o/rsP+Mwt8aMNsCbkucZVYhv3MjrVHhE6GVrOGi88nt+WzjlzJlTA2c++eSjYT0TWnCex5axYWNNHiL4eS1ldmUeUh5NdEf4yZVBe5ZiX66Im/DD44dCvRcGrKQiWrpfE7UxeXDGCp1CR4/rx+2MoP0J2qf2P7U49uxz0cSmYehSlK9UIZxFD0c/jy4oScObXB8VblM8zjzBl4cpvXDcc3gSowmP8jeeP5SN4EJBIYgpA+Av+VjSrBVreDuDh4xBP7xTjKuLl69ULPJ06RIfDeX+9ddea4UWLw2F//Hi00KpCi3u2iVpfFW5QwcHvD5vGxfbjgwFJ9wSAmcc4DcU4uPHj/d7CtnqE2+m0A8lDl6RT3g6XrB5w5HObR/zeqPq7nJTrFbjNTMXTXv4NoWRiC/8LOoZcy6fcceOvIjBgaG0a9fOMT4OAUoNg/HylYuDV4xweee1u3FDleXrt7kfBkN0A7f8NiaeJ3/rH3jxPn505qOh1Fj9hG9Q0oQ7Karmx/POT0oXzxJHxKT4CUOiY0vTzaMSBvrx5L5CpxkV39bxe8n9P9GiBC9KQSyozkeA/R5LLwO6uC8mj0HJPv/Oa68v/vwv/rLVL1+kzJzJEo+hB3zLH7kGMTuu2dtl90tOalYj1pJrGzxrcW0frmntQQIJiGM5W0Ke67dZbXKmpdK0ZExCXQzLy1iJYsDCBu6jpTsUwYp/jH6rf7FhU16TmIxJuZUluGFjyVdZvSt7FyuXRc9lRiAhIoRm8rwLQ8b8MTJaKCRxHcG5x8cBKXzmY37eb0Q9GFhj9Jw2fGtbWz7zfYTqRJDTqiTEsyGXPCvPZmePChFYVm95470+ljazKMYGksFxCsPErLK0z8Zo7wvRbCWEUwzKvyE45LtICJRoaCngci5+lrM+37/feMSsg82q9lqyy29dDYbt4ppgfnxPyK/+1x5PGwbOM6T9FUmrRtNYg0+bmHYyK/De4uNzJQG3+uKf//knec1iSOYueJqPvXv2LY4ce3px5NDx8KE+JSzBWR8JYYqDAnF2lV4TtQtBEOJ37S2UkLpdwuyNcmV4BlQNhauEF/iC441K9Vvts3nbrhIqS+ZsLu7cKgn1XPuZ5VUULgIXeAnXEbtjUmrl4ySwU3CtphDK2FLs+X73Umy6OOCNHhD5hCvqRpR83I7a3P/6SlipyUOgUmh2xjx5AzEt+S+S2N2DofJgTcxstux5HXI/X7ecv3o0T+fmtaS7fl8r0dT8EArq2FB2/M0tPuY2gS6fQQhrdZbt6oRiGtziQUJvTXMnNr8JTut7OGh7i5HL477GRihQAHjueJ4sBsBgrYhJPY8+b+RFqHhXdB66RIdZmrVpgz0eQ8vDreKAK3RliwWoOnKjRmHO4Mg7KDS9zBMgNT4hHvo1H8GudjZWFHF7yebrJLuHp8JXKtFyq99MoA2BEM7ZFoHHw6odbnf7SAkxohvDOXb40LScPX4kFLJnb0UJd20sR+xosGt5dArcyF2Cy3WWd0PdGl6vA3k+4CoP140bLY0uhId/LVetdkW7Oiuwp5AZxQau3QnnB0+jXsGr+rNlXXVWrqRgBOM7S8PWAABAAElEQVT161Kwclmh+1hAmzKCd/DJQ7Npq9Bp/KvxW5FzL7hIBF61ygq9cr52VQW3/vB8eeeXX6qePc0XnIA/kr8vX76aN+f9kj1taIjXEsYpOXlHhex37qzYZQJr8s7ZT0seZJtLHjo8eMfJY7eqRDvVj9qQIs9i1y+KhKXCX1aSQWG9TQlmXoj9+/eHDyn08WreTYqb8NXFixV4S/DKHSKUKcAUY54ac6+S89U8AOYbXalBY7UYb8GlogD6PZKig9W+gwcGb/jdu+8szqd4WmGlz/q5rzlQc4isCUVqDxKtaE7O5Gn9rJIAn4xl3VZDvfTMiyNUdvjpfRUHnVIVrkczX1brBs3iJVsLpfAeqSej/gxlEbwYHpviSesbC0+l+kR4BrkxPKRHjw5eP7xVyS8hc2PE8xUY3VlhQMvLx7zXRQrSxvDffKKbtUu+M2zjy3faL+x2BiGDlHI4Gz9SDtApfLx+fVU4OdUSw+8YHHiTatfy7rx/bZ/hSKgPlGd8nrFIAbocX4KHcsP0SdLwJx+nOKbgUk4YrtfiZ0Lb58spE4qSY8NQIBM2BAer/PDnS5eujHtCuHBiZ++2bYfyGBOsJF9/W8c3UmzuYzz1wAoBQEbotD1u9iGUQx7LNG/lWh+We4IHn34iLZKQuxWguSl3hAz278DwLYub1uHnnWmiCGPu6Me1ez/ATi7pGF3x27FSKkRXrA8xLt9t9UbCRXxyLAOmHSag5MiwIiE/rdMEyXUg1Hg/kqwjlp/PKIRJECYAzxa3/fD0J4vnX35xEBtEJWRnCx5ysO5XrZpc4qxsAqnuNFYrpNDgFJbynllhMWFgA8FnbVhbkMhH++DgHu/00V+ubc9oyznK1R+2SUgb86qYFUVimphCaIkIBQcpZgQOgbZCAa+o2vsQ8G6wD743QkqIuCoXoX26uORZy0O2hoRiuHYLtudWKnxwzfLtnfIgVjWfqsLeCUGVU3+c4FldXH11571zTYoNCz+2F9xikBtbInsri1h78fXVve9KMdnTn5zLaopxVLXzluTLmNi6rInde/ZnNT8TU6gSawxX7QsJt3CO9WAV0+3gwxLYUfx9+/bdMcfgt7r9krasXlz+UlXM9oJprIQwFzu4O6yiWRM+0BWE8VKbB56tWF3u18HDw+rgBaTCW0KLgXqW63hYUeE5Ybe9BEaKjTnS5sreL+xinglYOU+sNsT8uDlQCE5I4fPPLo1lkcIWJo7ykDhrbpYGfvIsEhSlHKWk2Nxysu4oUhs3be1cSY/1y8adD1o6ea/8kv3725U75kiADuUofKTgYGY8T/rLijOfavaoBCxfYm3j2hEjWpcSdT/a2xlzZkhsaB55I+4FJPJVoS9tRS0xpuWMgAoOdp4xwUqjiPH4LKccER6P2jX52leXE2p5uXo/D50Cdsv9vXnLxrZ2uNZ8xYZqfF6xQ3hQGJuQoYjwgMn7ksNBIeA9s4R0VaHJuEQO3cYmnyX62BgT3VIocNQsKS8Hkj0sD8YeVRtTjLdnuW+KeTe48ClXfbRw7MiR0Qdw+bRcGHO+LZpZSglbX5gCXzIudEcRvZdA2ZfCPQrS1f76NRsXD8stWbVtbfU7cMaUyrwJDx+kiDZO/EHIcsoBku90px3nW35bmJRidzshJJmcN1FiKxwQhluFFzTegVfhLq/K6t4vhIo3VIt0sSEY8q7dus4bfnxY1sL9rOH1S5sK8R5KcU3J6z2E03PPPTfSBAi0zwqdfvG4bStaPYS3fHW9PYg6f6u5W3szOrxV0nE4PJTVaIA3x2rIrZufHqHBQ21USknBt74oVKSf3vHhqQ/yPGwbRocVirsLR/KQy83Bz+4sX1ss7dsfLJdaAn5o1Iih2O+ttpDwJJ46hVHyCjcn98Mjy4kpPfZVumP+5fEkT5QWsLSasXPo2NHhBVFmAD5a/Xkr+J8/e2EYYbt27An/Jy87BfT9D94fSb6K0xG8tnWxAemBFKSN4RAZ8WUKIDp+omKh8IxXb220vS6v3OrNqxfPn3x+1AYS6lWMjqxZytMkdwZ//fjjjxPcLbZorJQcChklCG3BMyka8OqJ6M3qQsYCxVcOiqou5sOu6+4hA9X+Au/80X2mXL2xvUZ81qoy8kE+EVzmJfE3hZNStVixd9DoyCHtmpD1po0ZhvGrsRN4ZJdUH/wJvT3I+1YztTEV8YNnT5QTSMmiVMNXHtNH9XdrvG1lfJE39am2xxhGQPgr10x1biHj1ckYIVQlBeRWVQxg7IIOFo/j46PwpC58C8c3UmwIFMKREGa5AjrBDBEwfqRtnf3ZKsLGQRaHYxzisndvXhtr/tV62JgmL566tkFjhKwIMXOJhEOAdI1wxEQx1i70Tr+FpTT7cEyKZMMx6RGVRCj9IoTGqqbOHT2aQGtiLPdlcRNKCHBSxL5emVK7NFnaKmVnOYYoOYxSgMDmw3t4VwhVHwiWujK+MRoE4NwcNgMLSOXj78GMus897nXOoV39xlxo9z5+u09f5493e841n1kJEp8Gb+PekIDGfB/5Xf8DmykY97M0Rh8oixEiD5eVMhdzp2pv796SCyMQcwnW9kyanq2ftSN8QUlJHUzQ/X6lieV/GKm9qXiQCCbK1lBAa4CM4gpG7Fa1nT/3aWMz8oR5bUqavRmj0YegE4KrT8M9uW9x9PjRVm/siaEJu1jVoiaNMMO9mMLlVmzwFgaPFDzvtmPtcgqeKrnDcrnPmzeVpTeuSz0DBpbASqJ2rK9YHcWOV4TwoMhyKe87cHDMCYGMwZsvbYy5a16EcO70+174tW5DcwVIQpgxZiuwzKvVXOafJUPBwPi0M8+xMbOohDiHMpfVzaoWYho0dO7ceL6HBh3I3eGhYfENvO95lq4tIaw0YB3xbgbAMUc2RFybouSdX/Ue+RoYP3gRRteKlRMYGNmdvHcXL5Zg+PVcPM4wCCQx+ZS2xn8ppvy4573jdnAW+sHMLFu2j9OWXP1WwxASEI/AIMyu920XZWGxeHQMuvokzZVETVYfS5NHxEofHgKwlneCJuWRUKx5KB5URXcp+rcyas1quVPNfUquxOiblSDY0LWllvs+fbgqsSnL5nDUwlkujyCa2Jzg2VWCOl4gdLMpIcUKFko0lxj++6dOLw4mdM9lxS8XVjpy5PCoz6EtQudWyqBcnp27KhUfk5bUy3PMIwZf8SfziXBY4jyEQuWW/eJxwoZwiGKxBS4Ee/kIlKV1Kf5pmc2rsFwursbMWzzxqyksyJAZoar6M+7reffxlh6Nz/KyOShSPDEUDbi1Pxw8fvzY2BJFKIkljnem5tbfUga6xwcuqXMigZbSpZigMARFTT0b/WWMrtsYbwv269ZNNL+tBFP46PmXUg78PfMvPJ1H6/TpM60muhhfL48rQcjDAV7yXghw/FafhZSFbfA377IaCf08xN8bv3nCyylw+s7j433vyGMKpvqMF6BT3o+hJFFIg/uF5tUS6s/LKzt95kxwS5hEy0JtKpcfPnJoKB48irY3GBWZIydzJpnbO8GDsYOGDx2uKGMeKfBBY+BAIeWNwGdsa+A+17VBsfPbeP3Wb4dvY1Q7aw4n6//YtoKcDIco4kMWdr+VpZszbshfisP6DA5GvjFqy9wKeWkDfeIl3gmm+BFZA1coNWQiWfHoekvCawsPZHhph7GyKnmhdAYDxJxtPia8tj4HwKnB9ylq5hD/Mc/aowyDu/cMJ8LyiqGIUkZXhKvwhDxDn56xihDefVvHN1JsAMekmDiDN1GAZcIdzrnH+UkITFn3VjfEo8YkrM1dOzayY1kmKlcH0K1pwoiA2xmSD6UlIYlRr4qQeXG6HOCJRO+lfU9MWSxwuOhDAprso0eTBUTZ8R7WOmKAINPkTgKBy44Vqf9zlUfjwpyH9t0YMJb5MB4Tgmh9u+a+mYhH0bv5Zj3qPrDy7SDIPOMzP+MbzBz+nuE6f+sbBPM+5/TfByHxsNx5YK+cFI2smIXNFUNAMLNSwz2Il9ClTRM43qG4FoSzIgGD5NK0q+v9EEwOAMag5si4NyIhUB0r2o06XWRYUr1kEIHxsRQoLoQk4tMHaptxUhTM647CPWsKHdgd/G4aP88FwSS0GH/rPnBKScgSl3h3+MjBmE1uzZb2SlRcaq4b4IADJqzqJcYoGXd7bcs5EN4kFPbsebKx54kJTix9cCc8LTse8N7bMuT6a+5Whx/6iSm4ppaDMAqFm6uVYKZ0YFJbGhe4uQ+OjOXKwRKeES6jgu1QTib6mGkDUxkE3HPmDoN0+BvsRqIuT2A0ILlOKLFbUwAShOGcvB99wHgwzgl/CPuUiOZjTYzZ5psrisXfS5lxbjl8WJ2isSbr1XvW56WBB0sJ0Lvd80UC+EGTuT5afJhy6OqFlm1f7sMyxsgfCts2ZnV+eKJWpHzwbEni/kKyc6G+I0dL8s6Le/b8hcUHpz5a7CtPakeKFmv0Qsu0byW01VxZ03s2xIx5kniZ7sUw4aZcu0mYh1vhqNDGyK0i3OMNN5fLQUgpuXGnvaRutTy9Me1MqdhUJVthk1ttxaFC7q11eUWau+27dhS2mYwiCoWVgubfXDOUvrqeFzTF+Jridr3fx9yM673zq3Ltfvnff9XYKK6FOAqbSwSWW0OJD2MHnt8KD8y5isUqOjt4xeAohk55A3e4Ag+ef/65cQ4O/uzNNwdtwgNKNsVayJyHBg3x3lEsBo02F/o/cLNv/AwfC2j9PdWmsRTb8nyhZis9Q+eRC2Y5tJ2z/ZZYLYmWYAdvOSw2IyR0z507N/BQYTXvkgiP3zgo9pebS0KZomFMn6agwEslMngr8D3KOF5AqE1GRgZLz+BtaEuS+rvvvptStLnE2TxHCUMlENzrHu1Lb+BpMNbBE+u4vzEI4U5c0jt8wFSe1/PPPz8UIeOAcwStPrgHHF9+5ZWRq0Ip+ujMmcVHeVES4ynVG8ZGr6OGVO8XchS+G8/1TsnKG5sXtMaQABOK1Ouvvz5gpL8O/QMrHyuupE8Moye4CZUbJyFPdhgrngw/PIe3gzfZ5jBm43IfmOIN4A03nfPbQTHYvHmaH7/Ri0gCXjtkYe2Qd+B1L0UR71A2gEIy5f1NuWTXCxnyovxrP8Iry/XNwVCKmm+8Fn6Ar/v00TelWZ+M+9PCUGdThuGrul7uOXHixLjHWPGjIc+699bNG+M6fHHNWLRn3N/W8Y0UGx0YnazzBgARABzzNoG+IYPVFe5z/4i1RbRb02gRMgtPzPJ2TI+bWxLvhuL8LPWlgCoUkgxuQoQBYn79TTCrarkWsjdRoGVpJ1fd2pilpNTwdbFiufoo2606aZITOBCJFqmv+gNJ9MlE8dzME+U8BcJhfxYINRSDJmMmNM+baIfnIKXJMTG0Xr+N3XM+7jHxYOS392rXMbfvHtfne31rw+EZ/RrI0e8Zwb0P4mFQPCnTvZN3iHKgL+ahpmJ+GAUtPuBwzYNRsOJF41qWKLym91++eilvyvnFoSPHqmlxMGEWwdb+ysInBAJF01JtTGEpIlFJ916MXn8ptYgT4avkCU4EMHgM2PXSoWCWB2GOuHF4SEL3xYqsvwHD2n+UxXqool6sPrF59TmEuhTfopw2gBF+0T7LjmI7hdGmvUysLLJfD4FmjFNS5sMs1MvD9fzT6uuwiJ5/frkNOF/p2fI8EH5MptcPOIEb+BoTxYgCBtb6PazUmJ2QSBAZfRIaMMfcqRQLblh9Y+G7z6FNeGP+0QU4YcIzvjU7eRqOpkjwVC4tLp4/t/jZT382cITF//32zuG1GkKtvmFQK4KBeb55u83nWIiN93bfY0uJ7iHctQVHKD07yzkgYPTli8vtvZVHoQntWsx2qZDGxu0J/VzhxTjkoFxvryTL7O+lzKaOLfY/XbXXniWYrxaW2Fw4ZXVWZOx8ceFSCbWXvihR9aN+T65v7wGb3XsPLDZtO5/1fLW5g9tyoTYsXn/pxRGG4DFUAoJr/vCRE+WIPBVtXm9F5anwZ7E4fPT4YvsT2+tvOSwj0bUQYm0Yr5wo6m4o2qcwccvbFfNbystEWdlR1d2nDz4dIWVQpRS+9dZbYy4x9yt5jPAH1ik6o2QcOXGyirwfL66WUyEkcOHzPGMrUhbK1VORlweF4nE1fLoV/LYlFF5uHEIhltMvpzzjTbPQohhr7+zZc4U6TixOpByb+8t5GYS9jh+fthjAn0ghbQtd3AxXlMUX2tzcXEp4NtcImgdrRfMjx0z1V97jXSlzCkMK1cuN2LzFqhc5YZVGiI4Uv5QDhk9f/eJSY/kyAX8moD0eVXp31y/1x+RJEPgBZOTRyZ/AA+D35nJftoW7CAUvWNeSLVXMhYsoqEMRiJcQrMvBBl+g/BgTQ+W5lBnhVEn9FiygsZmval8VYt43Yb/ZM4LOXWMoCS8SnH6jR3/zINhYkoeH4qlNH3zHZygACXx0DO/uHcjbEz3NvJmX+fjx40MuUVQteJEvAi82RC9445jvFJuxUi4YUVQoThQb9KuP+Dd8H7lIKTbG5Zy+4tn6gsfBO9fwd3PhW38ZheZz5fqQ4Otz4Kd9Y5jlxuBD4bvf2tQGvkI+6sfKDA85isNB0PsZCvJ0RipC7S8lK6wwpJBfKsx2qcTnpyuyRxnUD/3RNrh6v9woclJCNs8YGMvzJOePHTu22HzocKutLgwct50FZUpCOuWGMSpH8amDB4dsuJlhcqO2rAQc8/41HGYYUJK+reMbKTbz4AlmwDVYiIVBvPjii6PTgKHzgATw7tuaRWEC1yHiEBUzZ0VrT1urY9YsllVN0OoIuhke1+4PQS23pt9NDqszaRdyp7F2b41/jcwxu4i+wNJiU1aU98shIRg847fDhEFsvyEjAtFHCPiHH/fNRKSP88dznp/bmn9DHn+7z3Vj0obfzkNKyDcrNL59wGbuz/zOuQ3wc8wE7Xn3e24QU216dnivYjbKW+szWEEybkW5MdqzqoCCcC/lYjmtkauyq8EnxhljtnSVx8bqit27rdzINR54Ccb7hQFWPZwUy86MpGQrU4SyuKfVw7BHDGEtLCUc94gi2meditFdO59A/KwS9xJdVWY1jsEUmoOHFVKjxAgLnHjmWPu8VOgqAhH3F3pa3T5WYOjdCGaat9vDYuCWBVsVRG9mbVOcuWbH1gWPJdpJers6iO/tt38XY9qzOHz48GBCFGnHmIeUreWx0mBS1KxIwMAxWbAeyvFAoYg/hWFp5zQ3YGvM95dZXupDCD1OFg/mN+MKxoYp+jjvY/wYisOKo5PPPLM4m3X0d3/34/4+ufiTP/7TxX/4D//34r/++B/bb+bVkZPjfkq7OPe+GM9XH6SkJMRX1KdbMWQ7uD8Kpqr4XvOO8JKytzYl5UbhMEUyP+tdt8KDVXnQmuLhUVkuT+d2+RgUk7Ul447l1uUS8NrIc9i1I+9CuMCjsTYh+Thv4fnyhO7lrTl//nzf4Wn0duajs123Ki4Bs9TWAN0vj4pSs5U7PXc7g+TJJw82L+WihJesN965p58+NpimXKstW64OxejgU0dSvBaLrbsqTrfuuRSg2+WHnK9uy9U4SHv8FHp4svAKeMjtW4rpPpEw29r41oULNxOk6Ghjis3avAUPU8a37947hMJXt0qeZhzFLzaUXHrwqYPxoRKtS6p9rxyM1bn6lwsvfikJvVCaPIr18RObJtpVe2PtoxNeQcn76I73zrziRevWC/l9MQQDxWJv3h+W7o/+7M8qJvhB+D4JGZ6esUlwXhT5JCsSCCr5btyisFuelvihROHh0ekduCDj4lH0HpijpRW9p7L30b4DvxD+Fdq5lfdR0rV8RxvPZt5lULaJbLRqmbb8Lzts89B5Xgjxk48/Hv0miHfu2pmhuH2Ergn6kUiep114kDfnzqDLaXUX3ETr6BG9ErzaPHBg/8jvWVfI7pOUPPPh3imsJm8KvUTv0RF+c/hwydzRHbminZXVooFjrjMMZsFrnOiKpwkND69qfUbvniMv5KwpJeF9B8KV49EVwW/8McaBb6NIJNypX+h1dbAX5unyeM5qv2eizdOnTw/vBSGvvaNHSy4P38g7q0L9TRkBQwqJ3/qFX4GLj9+EuH7jgd7p3iamchuTd8t9+IrnzYF7jXVuA0zxJPB1Dt7bTkY4yL36Bgddd59n/S0FwTJ382O1IgPM3941eGD9MX5yUDu+8SnX3Df4de2Rl5RF+PBF9a2m38n1DjQgcdrS79OUnX6bH988WvN4vMdzDBBte8cUSB3N/Jv++UaKjQEDrMkCNNYw4vW3DkI6CKjDJs05Ezn+DrAPW6EQ9Ebm+MosEQqMWR1KSxa4ZKJ45TjtCuE4rP+ewaR5IAhs5yWwhr5DeE/fkTxhFXG43qx3tf8icBY2ZDfJ+q9PY7Lrn/POmbgJeSaryzl9gyiQsLnpvjRj7qTaHQwsC9dKK/c5PK891waR9CzE8fHbZ2p3IhrtOucZ3w7POmZEBkMfMEY47pvh34/6NiXn8l7cXnFzKHuEhV5xiWO+tV7uDYug/+vLWPbK3O0unjE5AydPnhjIxuUOfixOloTrj1awjoPv133UN/1Y3xxLBNQfCaDx0GFhUfQkeCMO/f4igXrpon1fuO+zEOLIvD4sIkXlMNenDuxfHE64KILG8/Og5FObysnZoSyZBwqtlR538/atHUtrJyKX28CqtfoqvjWevV6djmut0hAzBz8wNu/7nqz4X8KeRbmyuZPTYYXM3XsUkYRGAoM34HHeCh7B9QkwhzHbE4qFZOwYZMAcOEjR68QIq5lTh3n2Trjvvc7DP88iduMBN8mCSxs2L/7xv/0kd/17i8N5b773/TdGDs+rr70+3rMrAfP2278bQgeDsCqDZ+vO3fJXql20ZqltM6S33Jbsx2081bCwYmJ1iaSRzeLsp4RfuPQoeKeorI1+IISdyS3DXBEcdu4lTCvFHgNcKsQiEfNuHpo7NY72NwY3G96xsK/mumeBKxonkZg1uLlcm3yZ5Y7cGMmbV7IMeWUt53zx+Zda+Vaoq9cq1rYqI2dVSgUFBMxJ6cspDZKvt5SHsbZrK/vcKJF1fTWFNqeI7UhBoDRdyyvzKGG4oX2bHjSeGyWls+of9vemDCh9+PDM2SE0FUHcV+7Mnif3j4qvl379mzEW4zE311O+5AudacWHFTIEwNNHTxTaLAm38JmwwKPmfU94s5RnZG337mk+FEITpiLsx1yHo9p0XLmZ4Awf4B0vzc9/8fORTPmDP/qjEQIx94zCC3lu1qxqn6Klpwe9TKu6SrjP+2fvIUmVV4O19lcWJg758ypkOIaLaC9SWHyaUiOUjM5Y1D7mHe1NvGIKO/stVEXph39bml9Jq7y+e5sfSjdefi1vlpVAoW5tlFOUd27kcNVnhoxl9YTSzOMIZkUz8Qbn8JfhzajPF1qhdPmyEBEPLJxsBU1KCnrnaSLQ8HUr+LTJNep75i/GKfeKnOEN8y4KDPlinO4Fm1nIDwHZPfrgkHeDxgbPa254i/BGMgS8fBy22kCjoz28O4+gfEXjMaevvvrqeK/r2kPX/qZ8gKvcQp47niEGjpxAfEV/IqHRjsTbhhAPkWgbT103pVS4H47pk36aMwd+AU8mvjeVLJhlw+C3jZvXGg2vL2xtkYS+asN96xsbuKxblwLat7/ln0rBQEMUNs6G+V3G791g4nkwh7+UTG0aizELTdlkeCmFTj8om/oIz83NrpacW8ptXsyRisQ82frmnHtn+KEBNKjt/IHfykHu/U8fOqcz3E2QCxCGsCje6YB4lBsD8LcBCFMA7MOHU97HPLAuBbBJkyWUfNzPtRk+N7FssvgD+ZFQFaJSZZbQFFLgdnNwh/bw+JvgDseGB4Gg7+YxWaxvffIxaUINXHAm1m8T5mMiVLAl2Idw/hq5NI7YpnMz8iXoe59Jnyde2IfVYRw+83MmzmdGOu/8Q6Vm3Pj1P5DLs2A7I7e/nYNIDr99hOdWhRjTyjGKoz4Gu2DufZLLpqRSLCPvRGMwNsufMUaMTaVijGjyJpT02dJTmjoYUWzGBxzyqsgDgewPOi+uuzYmCS76aWWKd/oGZ+d9wNVOvJCbEJjgWMXL2rNaSsXS3U/sSLE6nuW+sxwXFV0tbbdiSaIiJYInZApbaRsxwMWZwFl8BI66HnJkuMQvXfoshpm1EtNwwBnbIOxLwGHYt++0JDg4+dyuKid81jewMB799g7Y553T+38/hypaO+dDuezhYV3PczbPP5iMd9QepR8DQBvzGHYWMrmQ0relwoSEDKWkpgrftIqiVU6ev1Ioh5XPDf7GG2+MsMov/uUXQ4g/ejy1T6j7+9Ll6yOv4G4KTxBsHneXuHmh8bVXTWGJbdsta656dRV04Um26cAlXpcndj85vF63UlgmpaOVhc03w2EVZh0+URZ35/niqhZyo+SYB+Gbpw8dHnVb3iyPhOJ18uQzQ2jZ9docwk3wlQQt7m+cNvGzU/beQohypuDV5UtfppR4KxoT3ntYNeCzwxOxM0Vl1+51i2tZ5tdvtPLqOsFtO44n8ha1amzDtsXHn3w8cg9+8Ed/MjYxfP/DU4vvf//7IyGasvrSiy8NAWf/uvc+eLPkxqmC7N5wQ5K0BOL0m5Kid9bXcCg82h7urIr3yFFTyM5GkRs2T+EIOq7VP4Q7fJDMqW7PocOHxhjlhDEU4FRAH/iFFwix8yoIYyw1F0oz3EixYODx0Nj48syZMwNmtT74BwHlkOPCkrh0tZVnCSv4+3HeFh4FuSfoedBwuIzf4G28C6znPSXLSseC32jFPOInPETf+94PmtsD4364R7lwH+UGbvN6WuwBj9HFqJKcULw2FI0Up8bkvZY+r6z/xizEZc6/akm590i6Rf9oRJ0YIc4rKWeqG/O48G55p37fCPbaIDThHJ6NTrUDFgStfswhFX3kGUBf+I5QGOPLPWAwjmDAyPh/27uzHj2P7D7gb2/sbu5sdlMUm5Kam6jxaDKbx9vEQRDkJob9FRLkQySAgcDIdT5FkFz6LkBuAgRxkIwd2B7vM9pFihRFcV963/P/neqSiIEvPD0cQJ55HvLp932fp5ZTZ6tTp05V9QGPempQHXj0V9PhJwaLNkoHl9evX6++r+th5TWcZb+iA52hbIMB5UkHTnppe6wNrHYtZ8vlXf5XOrIjpmoveorRBW75wead9vjuGZ7p+lNJPPJNZzQ9pmzpelp54d5Np4OX/tdnn8rgwNSQOlzksuNVm8EoHcOl6cF2EnnpybyjO+CFTmITwO3FixejQ85Fz94tvPFu88g5D5BhupPVgh02n+qBR58v6zqUYQMJGsawgWzHsWuMhkMKKw9hlpaWvujEdToYUyfajBodhU4PEbqngiHBiEGgvMilHKNqqwgyE1L1NaK0nSfVx4OiDHApDzPqQFNynoeZ8n4me2ZgCGnc0nTkIrxyfJblne+MlyRPGkFqdnFtU2rNNFBXC+pCdMQXlEcBYDAjfsuBla8ujIRw2lJKIunB0okJH8V8KasTWjrKUdneu+SBY/mkk0aZjDh1GvGsr0cTB25eEZ0GXLYy47L0IgwtuDYtrJGwZc6UjZUix7PEUcyJFT1TU81gNXoDW+1WmY6Yy3aPtyR51G+0wtVtbpr71gqR2l8o8BISuF/PFMHxdFQrGTWsZeStXUFTYLTnkaWAtmqfHv2TX3krUwqvpDOJ8ss0g+XIVqPwMLRRUDqFTEPAgb0yKC78R5gIF56sJZcp627OmKHwLKWtoLnkwUfowdg11w8IHac4EPSGJ2U52Rjf4FWrq8KlsF8xGpgC/OleIL1wI58OO1opMJgea1NZeEknAkZXUyhtRIvfwIeW8NuNyDXTQ1Go2khRUODySaN96uq82z1LD+4/CswZyUdpTI7lIMvsx/N3y++Ovv3Nt6q9zqN55dzrox/9bZbhZuQteNQ05GYMBe0yiEgDYhDEM4MWofODuJeZFBuh927iXUpxBm/aY3mt0fnJk9rC68hYzTRTDDAGiTLtpSOGijxb2mnVUO2WG54Ev3bja21DO944zyk3qzjoFIaOcgSgWikmfubzZ6Yys2rx3qOsrDmdKZt0YFkS//77MfjizZgEUzxWC/NR0HsJ0Mz0mtVoIW9ovZsYsrtF9/EYSml09EQM8Yye7XHCiNQZ2yzy45s3MjV1qjwFJbcx3vFc8Xy8RrwqG4kZELz7+BGdkqmk8oKEfyNL2qFD1NFfffNaViN9J3mjH1MrWttmgPGhM38rhp+ltDPhdYaMFSg3Pvq4+MaIWtucK3TlSlYILrwSL1JoE6G3CvJWvEu8nlPheQc0wiu9Ba+fxLCD2/l5W2o4S+tu8RWZdQsq/TzB3aZNyIW22zOGzH//+9+vc5d8/+Ff/LAMD/EoF2PM8ZjSwScTLzkbj5L8DIKVyKYBpsDztiIx++IEZw6k3eAlDLOcX3x19P0Y5TcSdwSeOj8tvG0ah1FiyxC8oF4GZ9d5eEV/o4PlPSA/PFLkgWyQF3Qia/BLL3suH4OR0UH+GWiMS/hhFJJl/ZJpkxsxHg3ITe/yIqMVmVOm8tG069xeLzjUqxzp/FaePomBAgbv5VcW2Oh0bZTGlWx51r5X556ylI9/pKcnwNXrB4N6uvw8jxGsj1K+53DmEy+gs7J8d/uuLLsvm0bEt7ZeMehXnna4wCs9+OHKdwMxfXuKHl25lJXOB20ht+fmc9RFjF1tZ9QavM7H4wondMbnmfrmJTS9L2AdrPgNnXyCV7te1nUowwawgBE8hEg6MA1vhksbzfotHcS4AF5u+/rOivXUZ7uNdgW9Kc8zxKHgGQhWSZljbl6QNr2TEosoynU1RkMULjhxJ5kCiduzdjJOrAZYMBjiFSNn1IxgfkOo+hBVGjBPJPCuMwfGUr70LjC6dbirq+A9mJIJkRgJnrc0jaHkUY8LHP1TmV1Q1O9Slrze9e9w6T1m8+n2Xllg5vLU4SdDrVYJSx8YO6bO4qWK0BiRcR+bkoNXI2Ad4UqWWtsQjfcirQjDmcfdq45SvW3VDdw4Xyiu3yiApxG49bST0JwMH1jVwrW5lmXCH3zwfm1n3tpg5cHMaGlpqU6Bfe+9D7Ia5IdZRrmc0VOMstNtwzjbsM/OtqM1lEXIBek25dSmzBjGVsopt7WfAmHpZzljVuAIkCxeCk8RJG3czbv0MWkbQ+Nk7eUg/qZtUgZ/USbxuFRQYXiklEqMYXyovZ5T0kWZ4LzTpzguv2tkjr/zXedu9LJn1VjoAEY0d3daonXnITxGbvAbPOsYpjNSNZKmZNVmI0sdjbNyKJFXygBoK3h0WO+/9155EeytYZURb4GDJm2Exs28k45cJ83t/eO//VEMi7nRo/sPR++8++7oN+O5GE/5mxu8auG34DeqMjDFhZ94jeqcUoYD7LjXP/zwgyivbNoWhfhBGfEtqFsHH6IE32M5rTment/+fhkSC5li+Lf/5l9X52DfqsXEwOgMj8ddbsM6UxLvvffj0Tfe/loLxIxxzMD8IF4VUox+HGCCYe1W/uiZ3bTX0yn+9mgl9F2Oh/FYYkP2M/Cw2djReJEYobwqFxYTJxPjXfstI333nR9n1L5anqp3f/yjcEj2+4lXRnDtyeDgTvhkIx7CbyUI+FlgvXPndgLY3xgdiZH2IN4GHcCRdM5pZnlTLgSe51lWfufOxujjwPskeyudihwsvnquvBFr2eSzBhaRTZv9WU3DwyEe53lkhxHxOJ0RPtVJn413OBonSqxNNQsSPx8cuciYYNpziU/E5zoHy3QZpx/d+CgrUT6pfZS+mfirxlumgOw+u5BPwcLt/CDTZTo0+gKe2748OfKCcRLZB5PbtJEg77vZdM5SdzKxHJ7iKanVMzHOeIQFbpNHUyemQnbC93Q0XmY44HvywagAL9h4KhcWprNa5nrhg/HiOVgW4+13ave1a1dDZxuMttU1PZ6GIaBj1QHLR770QWRIXTwp4Jemyxz9WHo48mi/JzpQvCWckif9gDLIGjobSFgW7eifxcWLJRPqJb/a5ZMM+97lmI7qell9YLDwxA7rpv+bjPNw6w+Fb7QVmORfG5RFX0wmEHsmG1jub9tArxkm6uo6A+4McqpvSl51db1iGp+caI/pLIMuMq0uqylN82kvmOkbMImPcW9nMMabxDiRH73VoWwXWLQPHNXX5BNO6Srp0IKRAu88Yqk4A6UWpqJMeZRlKhHMdis+dfpEweN5M7znq4xeZ1X8M/45lGEDAYiBQTRco/vlt8t7gEKC7/UZxUAQmjekEa+l1VlFaQQhrHrWXiMuazq/Y9lazohY0jF2KEaI6gynLqNQHQPmakZRYjsiIIL4uAEhGmExowtMLmX0csCq7smsJpCWwcVIoqGl6XlYpd5J2/MTRl4osIwfnK2kfMSVTl4wY4hej+/q6eV0nEnr9pth1a9SGAdlKcMlnaXHdhnWKdlLRToxMzp0GzGZpsLgY3GD1gqpBDsaHaZJmW6IhyA0tMGeM5jQgfJznMXOBBdl82ZtZAQe7IQmtpZ/GivcluqmBZvScTDb/cyrcicbwZsmNI/+zW9+M0rySuqyvffDCqRMs9P5wkvaEPhtH+94hKkV1n7oGjxpX1JUOjgkMDxz8M6DQFH4rVwu8jSxBHMzO77ySAnoZOjy+lDyPDx+W3lhPlxHa8RuGeiz5wcneQcw3ik8HahSJgXdaNcMq8CbYss4DAzwygCqnZi3gs/QC83Argz0hSN0pyBK8YVWeMaFTr5brbSd3YgZBG9FSX+WznApgY5vZbT/xz/44+IB+3M4Eds0iJUzcMMI2E9+30wrrmV6QJDq6Xg6dKrPonjsRyRG40xGUHdu367VcJG+bBg2HWPlfDquTCfES7cZK9BzbmOGFvincwtiDVHCX3Gp56t9KMZCo+ngdyKr2PYS+O18oCP57Twg00M7mdO6fu1qPHR25H1axstHH348ehzF+a1v/Eo2cfsgEKeO8OvX3roWRWc35N3RzY8/isxmlUf2SxI/8yQGyXw8M2KB7ER7KsbBJx9+mJUW50e/nZH/n//Zn8a4+CCjxXMFr315xHURAxsP8r4dO3Fk9DDwMb4cNLiQKZjYB3Ugq3InwoNhgbQx0xS1d8na6FJWBX5043amtjKVEpLbnVm8i6M8eBjpPucuPYzX5e7dT4PDBI9mL53Tj09mGXVWvoQvjdiPhO72NMEPDJn7GfHigbuZltIhXL/+Zg346CgGlJ1Yj6Wjf+31bBKXaS4DpU9uZWo/OGBkTmVAYPWo6URTXbbVn9G5h062bDBV/2r2o7py5Wr4LQO50L4Mkag6U4hWo9GlYgJNEby2eCb837YcEKj7IPJ559M7tdeUjvmjD2/USjdTt2lC6BkdF/o/sZkfnRP+pb9qiiG8SQ7oS4sQGGsWJfAO6DAdWcMzc3S26WI4tMUDufSd3PDWroSH7YFGZvCgm1FlmbX6BP3qqMUI0ened++t7y/qacaVlWU8SU+is+iauZQlTkhZPM0adi6Gm80R8Xp5zZI2bFRyjnbKBA/a0dVg9clY8Ek/0cPkPfuXpsimZxkXPDN0VfPQtOd4cTzGN/3nuc0uxW4ZHKmPrmCAMLzU7Zm64Vpd6tF2t/rtyaVfow+bgZlBnT3Hwte8Vc8z/XcvHjAwCoqGLx6vo8nPMFW+MtXlhkf1+1S+d72NtlbQ7to8N5++28F8L+l5xVyFm8Bb73iewuvwx8soBKLXxStFDvRxYHhZ18R/+IM/+I8/TWEs26k9e2y0TtdnJ2hHska5+ruu6D1neOjEtKH8K/WMJ5yaDkNEGbEjdBZVRhARjJYhQ9kqWvwG61BZjCSGjwIdwYBIlITAWITuHSRYEIyAucGEaBgIXIX0A2ZVr86QgNoxkVfASEHddlJkeBnVE1rTFLVBXtIIatYu5SEcwXH7jWg+1VeddGABA7gwrO/SgsP9k/mKkRSeSx7pXeUlSCfNWLEPhlUW+RHFnVVoMSrO54wW1jQlZMdOjC/QM8nTOVpKmHnw3KX0MuLtiqHKZ4imHqOWkKwseyMwAWrctRcSD2FEZR8I+0m8kaBfjCvewohVGxbmz46+m6C74+kU7HMgPTqtZQWWQilxh73xnNjqXpCwttQS7xISZzEdrAxJmRQENFBslgSnkMCcwwuza2mDFQ2iYNPJ6qQdt0BBm9JwlMBf/fXfRIHMZIXG2xkVv1p44CWyg6lVYVaIWWFj+opHx8jLlBW8uXVYsWbyvNFVLXgXfhg1PEvq1amgc+c3uMCPaIt+ncbw3XijxY9pu+3f4fCv/vIvCk9/mU+d6EKMBlOBjAWbpTmi5OLFxYw270ceEigeHr358YfxTGWH47SJMbOfjm/WHjeBaS9TFvezNPPcufmMSmdjhJwcXVq6UIGiYBJjYbWPHZwpNZ0i49OBh7MJ5j6WfWM2TCWmrNdCb8udjbRfDy/ci5G7l7ZdDE7JA2OLF0jHz2Z4I1NLc+GTB/fvNcUWWbj16c0s7b4Q5Ucm46IPnz18dL8MNzAqhxpwyrvO7NPPbuX7+bQrJ4knWHYzMVFPE5A+lnbVtGXks2JVYn3N2W07neRaVj2tZGNQgaA8YacTm+OAXjg0ulWHKabNeDzt+QKPzjcSr+IwP3iUdzXB2LxTTs22azNDh+4RHyY4lZFBOTO6LdM2pQmHeGAz72plU/DDle/dZ/GILC/nCIxMh+BPI1leowpyD+5qaiC8YSrrZrwytz8VQxJP02sXa4+ghcBBDsugSb02W3zy+GnaaFXRqAzJhWwiSHZ0smBjyIsvI6NWRuLRU4mN0PmTEwbL4+DI1NJ8yr8XWn30UQ6lzRLwNy4tUWwVsG5ZtOkwHRJ5oOsMFBg3bbPVptvwvPaTD2kMSMkeGbYztk6at8aF/+hc7cEHZIJsuMkKfWJD0Y5Tsk6epGt4x2UMkdY5y+MdvcmIoSdNiz188LC823R7TYsEF1VX3tOTpxLjpm+pwTD+C095rzxlqResnvmubrfv2kq/G/yZ2ocP+dx0vHzS6Ad8ar/0ruaRTuB5jEx40Lb+TvreH3Scdhjk1Wa6v8l5m+JnJKMzY/zs2fmUG0Mo9dVJANETBkhoJ2AabLxV6lMXnQU2Hj7tZHz4BJNbPttOGEBwRPBy4aGOJ/Cgk/62e8Y4NDx36VNNG8OZLQbER/H8uL/xW/9qdC4G6896HcpjgwEA1W8NeLHj1UCI73cnZB1tHwRIb66zDJN8EopdTJPWSOtKsly6jfbMc8o52PvilpTyHaOM8pzXQTpEJhDSRifVd+8RDJNJU++rnmZAee85xlGpbevBsJvlwojMPdnaCJ7O7C1uSJlG8Jg1teWzGTXq8KwbVL53wfPde7/hEWzwpSywCF4jjH5L65bO5X2/CU8mscvoAP9mpiR8no7bmnucm5EbtmIlouB4IOJMifAQKhuLZTUO5ZeyTf9Ysm0lwMOHB6tnMmLEnHCP7gLQjsbDY8NETA4mh8Pxathm/Oq11dHNmzdG7yy/U+0WgwBvG+XmzHRKRkbH0qnaS8O01pGpbOqXpZw6kCCg8tjTZCoGBVi0Tx1wkwRRvjEMkhQ+wC84tgkMzxkFEqM1I+/xNJLAThxhMDImU2aMFgYvAupIKFiXUTHh5dFq26ILplN3ENU4MEhH9Nz5zVuHxo0GisNPcdeK18itHd51JUTxwWEfmfYBgLq1C/xim+w6Ks9+lNB3v/3N0ecxcNT4e7/zO4Vr/OC5kSdDbCn7/diS/uZHH6b+GNjZyO7u3U9GV69cTH2ClJ+MLl26lE4h5xfNhD7h6a//ytWM/rNLcQz0+bPZZTYjb2c4cXOfPElJZaQdWsydmY9X5I3EQnyUvVKe5QiBc+GLTAtvTo+uXV4KDiZramE2PDMb+buSbdQtuz+TeJfjb70VGLPnTDxBjjCgWMnkeNr6q4GfYc0YPno0gYc5H4e73JRlRCjlvBbcZ5fXLNd/I14Lq9/m5uJ1PPW1lJMt2HMq+ttfuxxvTHAco21rPSuAEo8lVmUxBtblK5fDT6bxsttvgtHH9rPD75lsBBel/Sf/709ycv3e6MP33yljEM9eWLxYxvfFxWw3n3acjCfkYUa2P/jf/yvTcVken8779YsXaxn4TPjfmXfhtGqP3X2NspeCY7g1IqYBxBPgAZvZ4f06/yy4uXBhsUbgDCqyxEuB9mQET1nhubUeoyNyMWkkG5nRQTFyLLc+uzBf3g+diJhDXkq7HVvl8jSeKvpP2Xfv3gttnoX2q2Xg0DO8yVYlkVnTU7WFQhBlFRk5KSMj8DBgDF6sajEyXwjdJ+MlOp2p3mC8lggz6ru3oOtRslMXkclFJtyl0yKXPskr+bDLMu87XrcRpU7VGVKvZHAS5Jbs9D6G7rT6z9lwxwN/4Ss49elWbu9/6ATtoC98Vz9vzWSm3YUlKNMp4c6YMmVJN3rGa8MYretY5Da0MFhuuthgug18/a7+IQl9d6vfM7c6Gyz0FXw0r0prJ+O9eSWkSyuDjzYFVP3EavNUGyib1pZG+foF7ZFGenrFc/W41e9yPt/OdlvUwUPonED51GOqX5C2M8U2t2yimCnc5Cs+Cl+YdqSf8AYdpY7On3QXQ9wz5RmYSsNhYNsG+sk0GW+kPMpwd97u8DF0tIW3nA7XPmVrSw/4Zii/rOtQho2GdebR4AI4iPEdE7j6p2ca4bZnQXRJOpB0TJ4nrX+OjG8reb60hBFNHsJarr0dI+MUnD88PqFoiCOKPaPzPLdnh++puEau3gtipVi+rL8xByZpzGYZXAsiluYL+ONeZ2wZaen0KrAvnb8Ruw4Q4RBM51GdZ+rm8TD/PTEmYCyd8kGbCw/g09bc8CaPuurMnwg0mDusnrvakspmzHhGiOHEd+/A63cxbwQRnI/TAbGeLW09ESVhXwPtHMs7blZLlh3Qx8q2hJYtEcSVoVCdtWXfMS8dWyA2o/a1iaGkrYV7MhQc2OwNY696HjhiARRc9kkxeu1wGYli1k/jXdhPp4ORCdqFBAiLibFBoN9jMRgs/Rbdb5rLFMSR8Bi3OW9RsFECwBvX+Ip3LgGBaZ8yX1QqpQgyorbdPpfn9gZFwQBaK9xM5qwYHqrytkF1brwHZjveiu4XeO5oBkvJKZlWJzI1Plaf0SfvSpMDhqw59eZRSgNScKAObtBNmi7EeAfs6gOr9vJgSTd3prmdBUmSsV//3q/WCB+8FCVcKlOsi9O18RED1LTn2sqjwJCYkRPp3DajqLNDr/KOxXh48OBxTTtYHbdwebE6SufWjPYz1ZNpw9MJkj15ZiHTHDnI8ux8eDGehYdPEmz811XvUqZlrl1ZCo3wqWNPeDK34r3IWT3xyNz77NNMfyzUaPf5So4mSMd5Ph6XSzFMGKamrp3vdDp7qIRjAm+CpVeWs/vs9XiebgVGRraOYbJicfp29AymnKEQL1J2mI6QX7/2WrnO11ZjiEdZO69sZ/1Z+CiLFWLYHZmMm/1IBjY5T2drI8p4N8bkcYHBcZHHQ7GXPHfjMdmJ4SvG6+atmzFUHmUF0PdGc1dzNlg6BxsdeodHP8ueS06fJhVXL79RhhN9gm6m8XgWVsOrvKSmOk/F+7KZtvKU2riyVnYWi33pVeDZRHs7rZuiMU3AqGRMMNSmMmjwnsJn0BzLtGjbR+b0aDEG1isxdnXKprR4Rxgejp2wBxLeYKyLs7p9+059KttgwpSG1Wab8SrjY0aG9OKx8GZt3R89dTYGrSX2Nh7k7Xnj9UyVpkx8i4/R0iDO0ntyAFb5fdKrvD7KdUnvuZsOsbwZHRg23TiTt2QoMAlmbp1ei6+Tz9SGeroRAP9g8EkeGDJkp8uGesir9N5txrBBrxqXHOhchpSdlC375pGs+lOGwaSBMMPPCiX6PJ1Jwa494HCrT/3gk1d9bnJhxS4c42WqnA4ES/NStWMVOsx0uTRuaQJ1pnBbmId2lK4PfPApD+Oj1+kZWKRzg3dzvK0qEpIxESOj+qak246HhPF2N95aXm5xkVaJ4Z/niYvsoSXa4lI2fLqtTsOL2uy7d8pnGFkVx8tiCtN7F5jArT3gouv89snwOb6e09vjRTWowJsXw9MMGxcD6mVdhzJsAI+QPjGzjqA3DBI0qCMJoEV0CK53jdkhaMwcfRDCVarh0knTCei38lNg7RtS3hnPUm+yZ1SewvMO4tg8iO4Cl/rFCjQGC+fkUmfVmzK8F6ejXvDKq76CI2XvZH7SzoxWHTBAlpYuldempkqSl1eAom/TPwfnXaWcdHGpKMSNgJebVp0RWoGdNSpLHqMBRpNnOxk1mNqiPMQzUIbJWR6Ucm9HiANY4YG7HfwzTsZWTtrEZTo2HkFM7MDdO59G6UUwFhOIF7d6F762w6+2NWt6PHXZ62cyu55ZZrudLelrr4fECBjZaS+BFGynA7M0Fmzm9Y3W7PBspYqpDwrTkladGeOBsWclEs+QgEWrbG5kbxCegIcZATogzaZOcxl9PY5yRoc0JbAZuWaZawSPMeukYoLAsNERxoYohTsxFeMuGJqeiIEQYy2ugdGzCNhqRkM2UHuWkRfvD6+QEVMOp0o7rG7I1vFR+EaKJ2IoECaGNkVMJgUVaovVMc3Do96DIMiUhEcodLyFZ9EB7Mrz3DP8ZP8dRjENaVM0ytFUl/nuMrTSuU7GYPJuK5seunf3WpyAeil60zvwe+fO7arvWbY9Vx+YjcjJh0M38aopjlRbh/ktLS1laud8eEJnsRkjLXsCXbqYgMylL3icMmE4UOD7ibeypBYfUSqnzySw8+rlwDQaLYQ2kyl4OdN3Z2PsRVQDS2JoEstCUfIk3L79aWi2nnqy0ioBtI8e3ov72hkxMSQzMiMfJd/B03QMQYbXWvKRi6ng6Vk8LaagjAIrLiNByQL/tYsChg9jmDt3PokSPJFONys/4n1aSH2byfc8HqlTCUB3CvOZU84ESyD2rlO4j2Wl0t0MQoxCs1laRpN4+c1rV8s7YApH2o3/0VZb8Ww9DW8Kfj6dE4ZNjX7nO9/KtNmj0f/5vz9I4PR7MRxuVzzMzPSptDXTPvHcoLsYkUePuOp5huMZPKaDmxh9vnY3OF1OB3J2dPlSznAKL5u2Erxuus2qoYsx9sm2KRH87sBChwTb6drIlt4Qz7MSmSLLx4MTcUh1dldWcAlEZrSfjTEqZsaoGe5c6tNh6cR1UG+//Xbxq4EZXtJ+hnnrdJvOpnvxt9ibJpcJVE4gshi05ykbLavzD1zi+NKdVwfHcICA3pl1T7zpCoat3WfzNzEZppQo7QzOABnZsw8Q76G6nwVWq08NzExdCDiNmZKhVgyGyPXdyDj44EIb1GuABZfaDWa/4ZQudzm6heyuZtpP7MmR6KWjMdxWoxToXe/E1UylDIMVwsDII8varT5pXNV+/VEufY7ncNsNu7BA4SMKvmC2E7VVRzzPdLfBKxgMpo7EeIYfuFmNztYX1CHBOYBXucrv/Rpc6J/U3/s438nTXuhgakc/oOcAL2OZhxJs4i4nbPgY2BiODCCGjfc8hXQlw5nOQgNTpYwVRszdBJIzjq5evVpBvvBu2tZ0XcUFRZbhG655aAwK6dCSw8CrHfLDj1mAEwkaPj13arRzW788XnIvzkc78SqefVnXoQwbjDAWROyEMHUwWZB8MgILQA3RUI1aDxMB2MXtpzFiFiZikWBKozYE4qaazIiMde45Y0TAq8t7TEahl7swFCJ4RakwSItatwFa2+8Ag0xm3xN9y1oOs1zLdvMQXXWH6KxUZSKiT4GvrHajNLCvJ84Cc4TMGe2vxWX9ec3NfvbprXQsWSaXEdQr6Qy4zrVlJooII2/FKNARjofxKSTn4+zsJQI8SqvKD8zqDIqyd8DJ6vzNpx7JipX1GBY7qZsHpeJLogw+01Pq6QAAQABJREFUv3un2jSX5bkriWuYDXwCNRkOz4LT6bjqBYnyVoE5Exk5ZTWndAcxJ6IcuNUF7/LO8Ao8yZLX2aNtCXOsolKeTii3xJSwqYNRBVarqKx64EmbLU8PD1W8E6HHTObE4fzmu5/UfLDdOG3Q1g4zTLsJT9r+IIoXfuxv8Th1+/0wHZ9zdy68cn50Jl4C001iRpz7Q0h5g1azK/F2DA7TGCfCUwwsatA5Q6YGtrafRwFFmYcWvAt4hvHlLKKVrEZZXtnKKFaU/WoZKdpqX5ckya66GamnPReXLuZ4gQhzFMH29np1zouJF8JDO0mznukLynEz+NzO4W2YjQFjGm4vBoP4BBclQ5lb3lvGFwW0HcMyn/jtWRSzGKJTmY7h2ViPl+psVqGIz7C8/djR86VQlMNYWLa/RYz859vZw6Sw3ZSvJbHHM0K2sSWjhafAXiez6XSyoLhGPr/1W78RI+ZSKXercHZ22g63YlWM8NF2Ohv44cHpyBP4prKbM8XKGDyV6aijMXx3YpRaUXR+4UylPUaWwt+1dJvCj2zYbGt6Nptpbeb8puXwkgmesax8iAw8/PhRdRAOm2RXot/RyAz8mGKq+I4YQ7wItWVCdARDn2EqEJayt7/JkxgappeuXLlShttnn96Md+Z5KcPd4O9MYODVun37dlZSfZQjQN6ozcZMR4ozgW8eEV4PWwyIfXnjtcWcuDwXfePk5o3R93/jN2oJMWV8LspdIDMDfzpz/HhBXMLxeCFNN4nlGU8bTdGtZdXO3c9uVxyOUT/lTJdQ/FMxOLemcyJ2ltyLg+L5I1NP01EIgj6W4HDeNjTfz4oUK5hW42kVr2DAsB5PqfgT/KaXPX3qbIKrZ9LZPCwjzUGiYa/ibXpWu3iS5wM/vWV67PXEul2//mYZOnCoY7HiyFlSAuPpZs/oO8vOnW3E0C19mLIEoVfZKd/KQvxmeobywiNlzKdN2rYZj8+pTGczLOiZ8Syvnw5vK5uh0YLzw0OkOHVsZxBWgxVlp/3OIGMs2Q/KQFdsHS8ZGMujn3rEOKFFNFLKcMBt0qfsY/GUMZItVzbg8rmVfDzs4wY0mdabCMyM7PIqpA1Wm127vFTwGWhuHRgV2p5hSnjX4EQIgBOsrfbJnk8ZUJAbHT0a87qVRziGeOOtGBkT2bIgRu5qvBF4a9xgP7rGlgAOf14ODLoKBkU0h7NOo+PaIos0MG2JXs3Ksi24TltcjBD9J6PhdFY0ohldLywCvAY4aO6E+pWMRsRjcTLgKSEGZ+ebl02/zKOMTw1sXPcTP1XB55nq1f+qg2G3kj75g/ffHb377rsVb2Vl5lvXc6RJgvD1owZABlr2/HJg8mYGbM/TvpMxWtzSRBWnT0ifE+P/ZvZUci0tLY2eOJeqpqDjQQ2uDO6fJKiZLNhqgafswncr+c/851CGDasO07oJACXpxoz9N8i89xxifS9mzW+XdK7+DuNoYE+DcPLWSqcw3HbKkHYllvfT3afVoZQ3J2VIyxpFePVMr2bEkc4Z4V3KwQDKdvkuHWGk9JWLYcHgohy3YmwQuPPnz8WYCdHDkBG7SifgcHI8yzDj2egw6/x4eWxQZp8YdXK///idH4URnlYE/2uvvV4W7mMMmM5lL4qUwmI5C+zcT7wIGDGHWBBC8E7yU9JgJmC8IEaGDILxHOni6IBnD9IBpx1Wk9TyyjK67Ny7XGl1vqxhnQw4dS5GQqadomsangPPVAwAbUQaI0b4rMC7MCp88m7sPs8dWMV7cO/ywjj6AD0JiD1I3n77GxGUtuzyaea0n8awIaCPo9xF5zuLRXCmtmpLc4u30b0RNiXPeyOfoGOnKdt3JjvfRwGGz/Le6gudx9fe/nqNSnWeZy2pNa2SDm/thC2/TQvaXry5pZ1BRBlT/IKLub1pGEYVeul81bMZ2htSGo1Tjs0rE8WZ9KaJdKaUAi+bdusYbZNvBP953L1G5a8myFXMEk/EmYxSrPhiPN67/3na3Jaccu/bVmBiJ7EVwaHdXsOKBctEzvXS0QesfJradN5U5qQtYc4oTWyEFTAMXXu+ONMJHHDqxpfwUN8P5JCcoH/zjmSOPOIwkRH/VLxg2t/zTWTuN80KruzHwQtqBJzfaS8Z4VkYG0/b0zb0M+iAK8YAHqP8tHfsGdyko+Hxyzv18sjw8sAb+ORtde/HA7GeFUCfjP7uR39To03yy9M1HfqFaTOiz9ERDx+WocCVDo90EV6kmPFfTTPkmWBjRk0KL36XFr7J+2cJhnV2k9iAokHSCdbmubHSRgewHrpvxCt0Ip6/C5nWZYgdj1w9zrTYj378d7W3jDI9p0cq9iD4Z2xuJOYFPZ9k5LuSjo6BciSdAFhNnwqqJoM+A2Fw0Fb/0EMhXemz5wer9OgCnZGVLHSWtHikgtSDQ4YNAwAO8Z9pTfIkPZrBs5v8aytedtMJblvxWzGkbPThpSiDInDxFBhoOhGeXlEn/NFNOwGCJwIwO9GdO5EdcU8MXPLNsFFercCia8I7poXGTLclLSOFt05npo3g4w3nAdBR00++b8ajiS/VQwfzBBdfpE6eX4NcngnpGJBlkIYuFJt2gkF8jhseDCadS2gA3PsewbpkA6/rBzx3MYDhSDm9f9Iu9aElvewid/IpfyOGHp6eTr0MnZ0cswJ+58jVgpOU1+qKbNNlPLfJu5Ed4dkzUxnUN1o0rxpY3OpsOmq89Lq6PKdX7f0zmz2epo+0FUpWttETJ044YiGDn/QDbunhmeFEF20kaF8cIe9LeXciR+rQz5AndZAF9NF+cGmL34xTHkmGstWavDVw5T3cNHy1Pl16dcvP02sq2HftxpPwePezewXDPyuM/ux/DmXYAARggNX4fgMH0fyGIJ8u6frteTcsvJPGOwjpZUKK39JCvGkdRgLGo4wIG2Zy9/q8w3Q+leNSBmRDbEe6d9J451PdnWl9B1t1dFESFG+PpRCTYXRAiVHciEKxyQsGt2kc86tGt4wihsDdz2+NPvzgg1jAR2rJszlF5VIaDmwED4VhyWXN+aYcsCpXPX/4h39YkePSUZ5cym7fwcB1LRjO6PDd996rSPYT6dwfPWnBh6YGbNdvB9ljxyOwBDr/nAbLs6DNvD5WI+gIlMk9yWNEgYDVCcrwxQADlxGefTIoZ6OTvGw4jfJybo+Nr55lczUd8QdpO7emQ9RWlp802kToQ/iqm/Jaq44O71ihlaDKKGXu5XBRw+9km2JkXIk12Um8FTjQyj4IhAPOdPBo0gQvPJDmCqYWQ+N5jXwCmxEXehnpijfgjWrtxjVNAAUwq6+NPBvdfWfU/NEf/VGmJz6UuGBYWlpKnMavlSLUQb559WrxLvjwtw3qKHD0JDs6YPiEezyuLbxAzkxqsQ7BZ2BjBHDib20Lsmz5x2LdoW+krnBpmsvKhrEYQhRqn17QPvAq2w0ObXTBl3Rr8YAEjCpH+u2tGHfhAcYK/sWXFFHxRuA01RjC5XkGETl6wgWHjHleP0dUUIpwjR6mZFym3ZI9OZE9kOcH2MBLKWubaZTbtz8Z3YlhuBKPCBkn6wJYr112UOSVBCKfrHgty5EfhqfIhNErmbLKQp5+bg0c6+BNQTFYdV7gsvv5u+++VyNS+cGrc4AjfOM72uB75VHY8EbBoyc3PcWNpz1nSKGh9/RR0BH8xruYf+qThj4xUmUUvBcZ9awbYvQJGWD0b0R3iIUjA1ZHWQL/OO1nsOiw8T7ci+nZ55Eo2kZ3hHb4lQFVfBu+WVmNjgswplsZK2R6OdPVDCPptU89seKD/xgPeY+3xkydRo47PkreUu5EOmlLetEJPyxkwGfqhDdPe/BqRCmy2Q6DRF96RgeoPrim86I0RnvJD9dkT156WBr4csEnPgFD5UtevycjL353vj55kKenb7q7dWnKlR8tTaWSNc+k9YnO6iUL8nmuXDdYii67YLP8vMXISe8mx3jAp5VD0qrHTWdUXFDoxTwCt6vgTz3qcymny5W4SIZwyeRyPCHBA75UNp5SD1lQD9h81x5lMVjs0TR3aaHaQGcrWxrT3KYypdFeoCi74inT3go2D7za7oIHep0hrV68rU6wwLuytUM7pcWT81mtaTAALvDgJQMEedWlbEY2A9PMi/xuekNa5VsZZTWm0JGXdR3KsOkK+UUgOsDeQazGv8isnkOMqzF1a6DnbohzydeZUpkQw2JmxdOMvXyfLu+l69/V6e5Mjrl9h0B5IFP56vG9IblNjUlLIRPYtgeKqbWWHzNwUWA+gNSUUOa85cEIFCnmcVNKPB3ceGfmBGqdHr2fDv7jG++PvvXtb9e27iDGsOAybONixtx+gx9shIwrmRL1HbNismvXrlW7eT3Wo8AYULdvf5q9Tz7L6Gu/XPOjiU+i2DK1FINmIUu+T2RX2FPpEI+nc1BH3wWW9FF8VlZZPWCETEk9y2oZHY7lswIag6goP50sIyzHH8zNF86tvmAM8PSIO9qP18eywsm4/Bk2m5uvFWPbRRTjwjv8gYHXSudhxIBGcAdnR48fi2Bl/5DU2UZdpjAzoiqaN76Bd+nhBR7xD0WAfvCobIbR0aOmKPEiHmjLHSn0zm9kGg/pPNAWP9hjIpkzulRX47mCN4JqhHKhloM3RaiDYlDNz+csncDNi2dLADLg8ql8+V3gRl88SOEU/0W52M3ZAaBw0XibXDBugtO8N7fNWySwU9zOfnY33tsPz6Sc3T17DcFrk4kuD3iIrKkf3k0FMVZcYLDahHExm3rNRcT8qJGs09zHw+vqsVlc7bmR9DPxDmJWXgcbuzHkjfQEoBoh2qNkc7bt8WI6QDsYlVbNrcZwtx0CI4OsqJdXhTdTG6wcuv/ofm0hcPL6m6UYP42xjnaU59F47RgH4r+sBqJLCh+h6YWLWW2UjpqCtMGekT05cbjjcjxaR8LDvHcULT7ziWZWUZFduKCcwauMGzdulOEhHVgpbPjDq55R/n6jPfwqk5wyAp2XdSQeW52V8twU+/zZ+WrvjRsfF882T890eRzWgr8Hn+fE7eBiMV5dsLvlLfqRg/CmgQVaqtegwtSDNC60dkUbFs/pXMmPzlP8hfx4kbzwBGuzti2HZmTBTSdl7jpTsMIE2goV9TNyeROXUx/+LZ5OYjztu7y8JTX6z3vT/XDCkPMOrtw8FAwr06idFnCrDPAru/IdtKXJIqOsy2WTG2nA5X3Pozzl+N3r9Fu92kwv9PQdZrj0rP9GX/mV3cvon54rAyy9PXBIl8Cj5x2njnDBCwYcHUfqcOH1rtv9BreyTafvBuc3P7pRU73q7WX73g0b/Apu5bjUic/9hhd5wOc7I1ebersYF75Ly5Dl8draMrhp+tfz3v4+YARfx4c2oJeL0VxbLKT+U2Ip017ToHQyJwQeq5imxBPW9Ft0Ge+aRQDKCdqrHcpCH7zBmHpZ16EMGwTuTAGQzniYpDMPBPkO8f25BrhezOt3J7rvLnkhueeLVI4mQjzTUgjnOYS71O3qdfndbwQ2wuq/EbuX3fOBxXfMg+gNFu7zEKEYP5ZtCGI5bjNaMlea38uxrM1TtvLaLryIe/vWjUzPZDO0dLI6QEro629/LQpvpg43vJet/n/0o7+tfVeM7Ew3NIY8ls4bXttIm8ULrsuXL9do0EjfKMvoFAMQGPdUOuRbGfUWY4TBBHLC+U7afiJCAG6KhsIzPSDWQh3aqhzKTHrBbJQTvLsrEDYjw2OJ7bBiRScbf1ZuhkK8AJg3NDEitJqJZ6E6zcAsSM7IbiXztaYIuZgDZtF9O6NBdTM0uLcpZyP+k9lEjXcMfLUyRfuC5zqCI7DZXTkSWG2mSNwlvIEZjtGNALrAzwgrnhjXGTNI22gL3zC4XM3Qbp0HowQv4AM01c0T/vEEWHsOR/D9elYI6dil0UbLllsHZ5WW4wRiDIcPtLHzGNiUgX7KB5/PEuiDspVvqXrjv5gYUQBNgTZDh/Jxg0t71G80qQwGiGDc7l7Xbl6CkOILGerKiTFBJtQHjvIGZDUQnnahsylVp7krJ//LcLYBn7RksJa045yM8MfHTHPaYC0KPu1nmFpNJ7ZK+ylkx0zQGbySYDqZAO1SgGkD71Dv3My7l/clsShwhT/h42Tm99fCu4+e0CeTia2aG50nWzEyGdqm5fCM2zYEhd+0g+JWp6lM+FRnpwuP5/Xr18tI6Z0BWGvKKfkYKn4bRLgYoWTyRRm8cuVKeXQYWDySVirNxZA7GpkL5kp/4AmxPtX+4JxnB838Jgv4HZ2fxyDDj+jKKBLrM5m0fpNXsRMVe4EeMQ4EgPP0kAF35zX8LdZlc8OKw3iPAofy0VFZeLOMorQNMdYzoBLgL02AGh2JQVsyEGNIIP+rGRSJr3kefvYcjeljRuyRI+HXlKkc9evsXA3e/D7oJ5S9oe54m2L+hIZto8rG681TIJ8ywEiP4j0y3g0D79zy4Bc3PEqr/dJ32VIW/nbLg9/hRRrleyY/2pBLZXrukk4+08yMfXgDv3RgcfV68ZM6lecZPnLboLS3QXnSqEM5RYOk7W2pAlNJk7VM3VaoQRvwgVu56sHTylA+vIBHns5XyuttVh95T5KSG3X4TadLb/Akrq3yBz7HnRgwqMutLuUzojpvKRPs6sanDF87RLcy26CUvsd7ptzm5nI2XWKSQtW02342ptKCu/W2tQZvD+OdjJN502figF7WdSjDBoI13O2CVEjyGwL7d5+Q7dNNKfR38rhdnkGcSxnyNIHlYhVcKBaCsm77bWAWMPQyel75MI/f/UYMSknaLiQdfkR2qb9/l04ZK1lRMZNlqOpUX4OnKRCEZdRQfurhMZDf6NroVH0CuGrL/gT1OsH229/+TgUd304MgeBG26PbR0SQVbBUdbTVS61zBRfB+93f/d1iKCNjTOCGY3AWA6ZDstPodzMV8mbSGE0asdIxRrG8TDU/nukxbtLo3conINCmZEwSLuHNDbQ8cKcm88kTdp0EVwuw5jWw86zAva0EuVndQim7xlQWHJZb2sgyggEn9ieBN/BiXh3z2Zx1IyaCshfzQsh0OjopJ3sblRoh1gntoedUjCsBzJSlVTZoqLx+deWHzuhGoRQPpC4d/0xOtcYX8OUdxUB40avzxfFM0cEB3kND79OcglcciQ5lI6ttGGniPc4k2FlnKjhbB86oLGWedOqi7HWgrs6HzehpShGscAQm+AELD59YpVo1Eao0Y5LBjc9NKUzFWM60YuA/ljO9eBLDqTE0WsdmqsXIXJsrtiFwMhQZm/jdijgKR1A1DyA+6svMpRMw2XCUlWlRWHAFz+oDKw9LU+w8qgn4zEnXNiGztcHsbKYaorzSD8R4zmg/XhIyxaNzN1NLyjp5MgGNWRBw5nQ7PwZMyqYY4YBusCKJgQR+HY9zkuBGWquq0twYG83gl94UX1AYT8iDPG8HOzJ0TBNsZRXetWtvRg6P1XQUI1S7GSGCq9FHexg42sk75Dm4TT9JT869Q8Nu2KAjhdx5DS1NbWqLerV9KlNwPFZGqEdS/onE6BnN4ittUp76TePalVkZcK/NArtrZWJgM4DQNu/kY8CCqU1556iM4M3J91aVMvjwSXkbgyj1KRcf0zXkjGHqt/LwBZ1SxlXxYvRD3u3kjD5lWEyxH7gNeKh5gx6xNVbZ8MyAPzli4zBm7J/V5EvZeBDf8oDiW3C1aesca5E2MtLQSRloi8bkhvzJ77u7613f4Q4foU9Phwby+3R5Dof9vWlIFziVIa1yfO9p0LfkL3n7c3jVprUE/poa9hxc8qhLGU0mmtdE+g6DOtzyuHwHt1uablC1Otp7MLiV/0oOj0Q3dcCP7+rqdXumjEbDpvM8E1xMHlof1JaV81rz1Ckb3sg5nLo2E8+5HON3+VlWnsF5BkLSqBfM8pAx7cDX+J9MgJuRYvrLZpYdj8pFb3DxttOb4HIpTzukeR7jxyrFrbTh1VebcXbp0qXqb+mml3UdyrAhmC6IcCFY/66hGuC37y6NdfXfPW1/DllNyFrjOyNhOGVFpwYxbfqIMpKfgPc6lKNs5Xj2Yqeho4dUaSDYDX7pfHrnuw6Shep3BWmmPkq3hDYASOu5Dky6znSUsE7Re6NkLu37D7IPSeINXjn3ajEEN71zei4vpY4TWeYcS5witPprOrv/lquYAZKRHuZzgVPbjRhZ7NoGz70tcKSdT3NmzvEEuV29eq2YUgfnnB9GkjbvUXr5bcXFTLwPgm5t312BlYG5pteieAREdzrysNhDxOqyJMhKoeAo31jZ+T86FmW6lU5NenDU/HpSoIFn4DbtxUAhhDxTVrpcvLhYeLK8cC73hShrz9HWSNbKJKuD1FUxJlGQOvjpdE6eMSC0Ce07jdFNfeplTMEbgZQOrqYm20is0S9LZhNW0OkONpe0BLdNRdWTooP80iq/j84YCJQH40V719KRqZOhQCkwTBhwLrgBVzfGwAx2z5Qtv7rV4XsprDRUZ4EndQjeg8vuvFZHOSJAByU2BW3A0wwOq+Oa21lZ+FS58vpsW7tn9UEOt7RL7UIUKM+Tcpth04xlbWmdnsBzrm2dMoXXvFxgX8teNjvbWYEXN3PDfzqNdMI6Lx0B+XCZPjNq027dCyPIag3eR8+UTcbgFo5NOTWct+k6ZVCwcMvos4nkQk7g5q2QH77InBEng0K5DpC8dftWpplshpZlz8lrWkbHIg9PKp3AwPGb3lFH0S7pwIIX0a6MrRgxcMJ7g7/QQ5t9xzPyMjqkRVuGgnpNfZW8JKjTxoZ373+WcpquUYarTeWlzPTLjOeIaujFK0eGIu/xkjEy1X8mU3/oqlMBt0udaIUX6AcwiwVksLrVj8baVHym7FSmHGWL1xHsrU6GIPpV4HDgQBfb/St7K3Inzq7Oywrs09kLSsAxzxLBRDttA6uLYagOQeZ41HebY56aykAr/Kg9YMXjL8qYdOD06Z10eNeFfnSuNuNBuHYpB+180ql9AIGu8rvgRjnwIC36ubxXZodFO9St3zGFx3O5cwCL551PwKguF35i6CpHmnZgq1VxbYqzyV4zhJSv7Kb7214x8nlGhuk33nUX3tIG7eyGEbi1wac2eY8XGB7Hj50suVNON6IaD7T4PGnd8rmcLchLWItdYmjaIBF82oYm2qo9ytdfNc/rSmLZzuj4g5sMkhP7aGqct5fXlgzifzz14P6D2gl7JPl8+hF8l3AHByw7/mcluooHFD0MLkxRkqmXdR3KsKFoMFcXJo3HiJCBSBgFgnoaCNIAjCRNZ0bPffe8Kx6/3d65WN2mOowWMAlCK7sr88746u/f1eG7chFLefK4ep0+MQjGAps2SOO5zoJgl/s3jOA5YnO9ixnwuXjhtXTMi1UHIqufkrWfxIVXX688Nd1yNtM9KXMrG8WNZe797Nz5MMcrlb4ASj7KhDdFhwZWl85BveDr7fIOfuHVs94G26E7bXsnSkMHMJ55cnlNxxhVj6UMFvlOOhab9aW63OJpGHxt7wPwdxyII4nt/UUdRopc2FtRhHCWhQ+17JKHBt1iB2XDsXSMWWGUr/XbAYNHjmRUnRE4Rj+eqb0TycvtjW/AHv/n6OvfeLuUnfrRmMFD+Qmc5LqeiLaHPxp0O1MVcIAWcNAFVVt7mWiP7tJRsIxKnTJjZCZTLpR4NwwoeUYp5ZsicjdDovCdk6EtPV2LMvCbcaiO7XjY4Kl4O/SEY6u4rAxZTbo63TjtAAe+oojwIGVGbkwF6ZDhEQ6UCX4wC7ykAKzG8L7irtLhyB+sVnn2ZjH9xfui7K7Ixa+kackeHkhZDoZUn6Wy3OriYBjh52LQOPSQ4WlDwp0dgX3NEwDmrnh9BzNc40HwoRG4Zmezwud+PBqZYvJsZjZbM6SefK33glutulhcfD1pj2YF0XtRWlGKcwuFO94msMO3tiibN4WhA5/ygwP+4ErAr3ixHhtiumk6vIsnBEDy9r0SY4+H8saNGxVnY2m+fHDLbY6G2qM8skWpags+obhd+AU+wfPWW28VDGgt3kA58ATu4tXA54IfBlW/8PqR6AC82TROeCuIsXeSNty8ebPq1z5lMji9G40xFuNRiMJfCU/uBkd4w7Yaq1l9cjcB0+WBSB7eThuuWT4t1smWG9vxJsKX/Vq0y3YKXSZ4F8OwJVfycOcK6B7Ljt9imPAyuF10kPOwiMVOZI/xkvCvwn2tDE1bSnYj686DEs8WzJRRs5a6TS0rHy2sQDIAWAtcdJxnfq9kqhJySqeqM23q/IUe4KFXtMdv76RtchADPvwoDXqhB1q6elyStOjtRivTZvKqxzO8rf9gPLgZSy7lSIM/vGcQ6wfU47l6laMeBg1+8g5Pgcf7rcAtr71kSl+kDJ/o7ZJOGX4zSPzWRrxacUoHcPd0HV407d/xFvz4DTcu/SLjQ7kNV62f6DpIeXAhvXy8NNSq4Hv9l7ZrjzSujnflSu/SbjjBpzXVn8GTZe0rmc5czVSSVYDath5efJoBhjPMZmIwWSmIrwy4wdH1ijrBa6DCuIGPl3UdyrAh/J0gEIFwCI+gnXkgl1KAILffmFBD/Ibwrtilg0BI987zjuCqJ7/Ho8x62T6lkwbS/f7Jdx1B6vNOOT5LKA9eqs9vxOhXT2PEmy616lCPWIAaVUUi1dnytZgY+8EILrahmS3gnaJd880FJy8SnRIYYhTppE07BJjGXKmj6sqznewEq36X9rnA2Nv5Il68M6ogDJhGrk6Haq/yoxQJQBckhlfbZTejtXSi41FuOhdTZvBkVZal3DrYgle5ubmNe0ckvbgXnRqawonAXqNPljt4avlnlFszICLsobUVEYwKbYA/7bJSQ9vkp/RtE1/tjg42zVX4T3odmKXTo0x/2OgJLfGPvNqqrG4s9GfaXHTNAY3SbGy0mBb5/AZ757VOT7C5lL+2ozNo8FFu5n+rnCgvuHZuDZy5mkEUKANPeQe4GKvO5iXwXH3goRApVnUrr7/zXiCtZ+pHS3xhasbIi1eCsWBkY3QNJ8rjxUn/Uvmat68pWeVrF+OaXKoTjrirbZnAVay9ZFk+9KWYi6apmyKt9oZ/PFdWx612m9744P0Pwye7CY43RcazYXM9hmWC4HPumHl7RnK5x7N037SQ+nZ3szy36NeW1IJVfVZwaLd61AcPdENNreF1HW7Tu4GtUFDyxMMCJrDzxvByKs8UkYvCd2k/pQqGxcXFeqZ8dfX3eAkM0ungwAkOOIRvsPUOrtNKGrh0g2MvK/GUcSL7Bo0x9pOHJxUPNW+wFVtNL/G4oLO6qr0H9elwlW//FfD7TUcyVrUDDGimU15I+23WV96x5LcBoTZWvQdtKRiDu7HCb+NZm9etlWHSpg94WMNWdTNALNgYS5tr8zeykNWIXvLkGHS44BycFgb4NACyfwmcwkFqyvc2VaTjgyPp4FlebfYMrG6/fXrvwhtoJA+c0WfKRQ9ppUMX7+HIc8+k6ziyeWifcvSu85ZyOo7AAs/l/YiBffbsQviXfH85xQb/HU54VxbYlec5WK3mNLgBW3/e61EHmkmLjt7LU4ZWnmmHbTw8dytfOdqN5n7LqwzP8bib/IrPtNhDHS0vfZewg9DJb/hRV614TD1kdHkFP6a+A+9+hw082gWH2gwu9asbjvEkWGzM+jD7z9gg8Hnk+3n004kEz1+Iznpj6VJN7/K825zVwa1mKMBnWntubr4MJeXqKy8sXigZKKK/hD+HMmw0CqIgV2M7ATzzGyIJktuzTnzpvOvM6jmiK8flu2fKkMZVBIkSNkLVUfd6pXP73QmnnF5WL6On9+n23O07JHfGUpdy5PdOp5wc1TZp1B8xA1Ha1ZSh+l3KY8HqnC3DdETAREZtVrvyCFSZgb3gT/kT8fik10x9zWquIEw6Je3U+Tfl0YT8xTYR8A67z1Y7I8Bc9pfznUWfTA0Y5RMg5Xkmv7YQFEHFlu+WtZ25ZIYZ5cp9bYTX4SAAFAQ3Y5LUHPvoaHMn2pyLdwGMBGA2RwqgYXVwMXJ4djbizk2CgtuxF2X0xRMCX+AKGmozQO8mg7sShCh7wiBocR8d0j51uF7kjwZX26RKm6RBw8JNaOO74EhGUm8/2vLIMTBcRnP4wHuwM9RcvFE1yigDgEJXdp7lU/mUu1gE39u0n/cMwabQO69RCmBzkQcwuV1o4ZZWukZ3PI/24hziQUlQNeVl80d11WgtXiOdpOfyM3qUoZM0+tIWbaKY0EcnJz041COP+XKroowsG4/GPZ3N4Uw94IPTp+PtooRyg0f5Ont84zLNYE8eOBHz05baoz3DOIaZgUDqxJeXL10Nf9i7Bv108K1zAosbXtDOd0aKuC781Nq0XXtxBFOND8I3Tm+nYLXDkvLjxxj4UZqJpQD3yeyMylhmsAtmhDflK6/jvsuuZy5plFdlHvCOESWeoOiNzHuerjc6LZVdfJlyItEZNGTDyuCEgIq5282yYbJDthh36oCnlk9naEfibF0RHcNI9lwnAwfL2fzMst29rH7kqncmkEBxn3AwFc/o8ZPHRh9+/EEOyvyk2ng0deuUtS0tjhEiKL8ZHtqiTdpgAQCe0XZ7rgRLDQ/EMgOc2GRpQvATPgevc5cKX0m/mj1oTE/V3lamqrP3ET5YXmneOoaPAGg8p/Py2TyndD7eKLQXHOqHv457bwr2wN+fd/rAgfIYMPBPv5FlBgmelg7+6Drt7LSRljzwmCpDufLhPWm9c4GBHOJF00I8V+hA7ngVlakt0oPRc2XApzwGcIWrlOm5Z9Kp33Pld8Okw+hTPIz3VpKBWXr5pXX5ZJyReW3XBmnAY4Wrfb/aAKvpJHQt5RpawpeyvTfw4EWl1y1cmZ3Rj7ZVuPSptvHMwKs8bvB1PIHNpS+zM7+BPN6idxyxsLGxM5rL4OK1i6+Nbt25m+1O7sdTMz1anLyQtBuJY/s83pxHya+M5nXXnrNzC6Nzl85V2S/jz6EMm650ANAZCfEgpl+Q7u4M6hMzuTpy5O035Pfv/bPnTd8SxRWGjYdBXu+V1Zm+19nz9XfSIoznri443nvmnWdu37+or94zSDCjNminPF92sAjby/aprRiENyMqMnnSeR0YME1ZNUWmHJ0jfaF8hpARqUfmuFs5DU8dJrCCzdXb4nevvwKsD/CizR1H0rLmfe4mMlB6Bhulr07uYUbI0+w5w+WMgTG1zsrdymoC2Yw2I7TMq6YO0wLc5ODwzpSAdpq3b20zmsm8P5qneQ2H+ZI6y/MVGOphtcv8a5vK1P70UPU7f6p8Lu+x7GhquXe9Dx4okm7YUB4E0e/e6WgrQARo1uq2F3BHIc/P56TstIMy3BVvkBFn8YfOJcLavocvdAC5O10oEm1WV6eF99WW1JFG16itrxDRkbilhd8GV6OjOigS5SmfN6W8E/FMwVF5CaMU9rL8Gp2sJmFYKCfF5c6Otk9XEpDbDAjdEANcuZDOAB9Lx68c/GpDLTiBcnUuP4vCTudoCwA0FBzNqNXxHD/elPLxrObjJWNoUvJBWWDhwWNQTmR0/mjk0NPm4Wg0oHwZeW2FhM3znMpsXxgHcz4tXDCe3LZW0EHrcATZNl5tU86miBxaaPn8laUrtSIHrnk8y6MYGvttNZRjPChfFwNix1x+yhX/heeVq81wJ88XshN6+Q1nbmm8k05nQi+hn3do5JbGrcwOrzz1PHg33cNwt1nbvexczgicO9tWevEoKUPZ8hbeTIWY5o4xQSeAp9KkQ+VFxSPqBwv5FIvRjNXwSPjRMuxHwR9DnBzUlvmBGU3pOp2luuSjY8q7nHzalV7ni/Yy8iv2LvXw0mzmtzTKKF1wUB5ZTWWt7SnP8mblWxFHPsAktkk+eEQX+oGha5CCbxjq8KWtypZWG8myq8tJf+azD0Z6ma1Tb9NG3cBQZtcLcAW/PDZgEFdlOb98LnX6zkhRn/Ruz/AwPcG74D1Dwg0fOmJ1KNN36cHkOzy4tAk9XJ2X1MfTIz29o+3gVT5+QPPajb4M4BYH5Dn5AJ/y0d0NFoa3y+8Wn9n26vIMPgzObNCnvgZvH8SJ22rGiIGPHeKVD3Y8hoc6XdSJ/9wBtmSPF/lJjlq5ky0ayLj+zGDRAPtp6v0801JHMt39PIPhB5HfsdBdnKRFM7cypWoH79u3bx94xzKNnE0uj862aWKwv4zrUIZNV+oQ4UYwBELMrlwwKIT2553giOfyWcRPPhfESe+ZtD5dlb/SNIbpzzxHDOnUL08v22+3q4S3vrXOxNeeXh53h7HX7Tch3E1nGkiTRvuKrqlPHkquKaEGs/ZoBxzoUBvD1oZXUXQ6fJ1nvaf0EveiQAp6PMMi8TVpRcEBHhdY4BKscNNh6zD77DikSe2DUC2u7I0m0qzEiiakjBkGl4vxIYal4SEdcQ7kM/J1jkut6ogx1NqLBlbotI4ZXkwHmGqCn8l0emuZktIZn4oAiQHgiqb0NjfTpoxCZmLowRHjhOdEh0dJ1b5Atbtu0mWV1XbwozMQI8I1mm+BKdU39ig4gqHCQ35UmQRaG+GGIPZR1It80KYAGl8ZWVS6eDyeJbAVj+pI6kaf0Blt7d0SYILWZuCogzLXfh1D1V/4PODjA55WHs+TpZTA1k55XZSbuik28OHdfilXOiOpmm4JJRmFlL+zrpzn1bwlzUAxsNjLaEt5RsH3EuNRW9enPrxScKQt4iYY5hUgGLqZxlI3ejBe0F8g+dTUQWcPh4nNWVvNab+hq/iXL2IIwjoVSJoyNMnZTV//+lvpKGYDBwPD1GBrWx0Cm0TosheDej+dtvaupB2dj8Fm9OjC52h3dn6ucMYYgRN65qmdquNZYvSdCVYZLScSQG3a1/uIY/Z/eVLlVycYvrQ9f4s1Cqwpx5YIBh3aK82LV9H2QFeos+sUaeCyyUijIXx7D3+uXh6c9ncMWmfzKEtbK3/K9106QcBkTMcEFjyMXvayAXPzkoTfInfK6nvC9LrkeZ4VYGT6fFYYindw/IiYKfUyAh1VItauYMweVMqyQgsMOwzUeODIBR5l/Lha2xNTMgrPBQ5LytGF/qQ7dtMGHbVYPbGHs/vxHOTdZviFAcQQEpvjiA5Hz5zL8Q3aa9piPbzE+8rArMFOytOOjnvp+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/> </span><br />
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-54382000299630960362019-12-04T19:06:00.003-08:002019-12-04T19:56:20.712-08:00 Brevíssima historia dos Exoplanetas<div class="separator" style="clear: both; text-align: center;">
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<span lang="PT-BR" style="mso-ansi-language: PT-BR;"> A Sociedade Astronômica
Brasileira (SAB), através de seu setor editorial, disponibiliza a Revista
Brasileira de Astronomia (RBA), voltada para a divulgação científica de temas
espaciais. No mês de Outubro, a convite desta SAB escrevi o artigo expondo uma breve história
do tema "exoplanetas e a busca por novos mundos" relacionado com nossa instituiçnao. Aproveito e apresento
algumas fotografias que fiz quando observava em 1998 no mesmo telescópio que
foi descoberto o planeta 50 Pega b. O observatório frnacies OHP. A foto da revista da contra capa é da cúpula ná época onde foi descoberto o exoplanetas 51 Pegasi b. Eu mesmo fiz esta foto. Nesta ocasião nos idos 90's fiquei 15 noites observando no Observatório de Haute Provence (França). Entre meus alvos, estava 51 Peg b e seu exoplanetas do tipo júpiter quente. Eu estava interessado na abundância de Litiom rotaçnao e atividade deste tão importante alvo que foi central no Nobel de Física de 2019. O professor Michel Mayor, visitou nossa
Universidade para receber o título de doutor honoris causa. Tive a felicidade de
escrever meu primeiro artigo em colaboração com o Prof. Michel Mayor nos idos
anos 90’s. 51 Peg era parte da base de estrelas utilizadas neste artigo.<span style="mso-spacerun: yes;"> (foto abaixo)</span></span></div>
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<span lang="PT-BR" style="mso-ansi-language: PT-BR;"> Prof. José Dias</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj04NTzD6JTGeiRzTXITd-wgTHyeXfeAXNavz5XTQv2pSWjfpRRGEIIVm0rnsre7UcVtlI93Qbs1rU8x6-JKh4peLlvmu8oMnhueDJBadcYz11xdbEJQlGY-tWaHTsZAUmK6JHiFaH0JVw/s1600/OHPJOSEDIAS3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj04NTzD6JTGeiRzTXITd-wgTHyeXfeAXNavz5XTQv2pSWjfpRRGEIIVm0rnsre7UcVtlI93Qbs1rU8x6-JKh4peLlvmu8oMnhueDJBadcYz11xdbEJQlGY-tWaHTsZAUmK6JHiFaH0JVw/s400/OHPJOSEDIAS3.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span aria-live="polite" class="fbPhotosPhotoCaption" data-ft="{"tn":"K"}" id="fbPhotoSnowliftCaption" tabindex="0"><span class="hasCaption">Observando
na França durante o doutorado no OMP, Toulouse França. Ao fundo o
famoso telescopio que observou 51 Peg b. O exoplaneta responsável pelo
Nobel 2019 foi descoberto neste telescópio.<br /> 1997: L''observatoire de Haute-Provence (OHP) est un observatoire astronomique situé à Saint-Michel-l'Observatoir<wbr></wbr>e, près de Forcalquier et Manosque, dans les Alpes-de-Haute-Provence (France).</span></span></td></tr>
</tbody></table>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgszEf6LHonqozFEO6OLNDjG6M_ct0sApZYG6mib-AbUE8rN-u5CSlXtSjRqiEGRsW28AjVVvYZm1cEX08i6VSXXX6b1J44om8cnkhrxcnP6Nu51D2uA2U0QERXLASzitWzrGuP1URxEjQ/s1600/tambem-em-2006-pesquisador-jose-dias-ao-lado-do-professor-michel-mayor-1570743306710_v2_600x337.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgszEf6LHonqozFEO6OLNDjG6M_ct0sApZYG6mib-AbUE8rN-u5CSlXtSjRqiEGRsW28AjVVvYZm1cEX08i6VSXXX6b1J44om8cnkhrxcnP6Nu51D2uA2U0QERXLASzitWzrGuP1URxEjQ/s640/tambem-em-2006-pesquisador-jose-dias-ao-lado-do-professor-michel-mayor-1570743306710_v2_600x337.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span aria-live="polite" class="fbPhotosPhotoCaption" data-ft="{"tn":"K"}" id="fbPhotoSnowliftCaption" tabindex="0"><span class="hasCaption">Na UFRN,
com o Prof. Michel Mayor , Prêmio Nobel de Física 2019. Obteve o
Nobel por suas contribuições para o entendimento da evolução do Universo
e do lugar que a Terra ocupa no Cosmos.</span></span></td></tr>
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<span id="goog_67459754"></span><span id="goog_67459755"></span><br />
<span id="goog_67459754"></span><span id="goog_67459755"></span><br />
<span id="goog_67459754"></span><span id="goog_67459755"></span><br />
<span id="goog_67459754"></span><span id="goog_67459755"></span><br />
<span lang="PT-BR" style="mso-ansi-language: PT-BR;">(*) A saber, a RBA possui uma tiragem limitada e
periodicidade trimestral. Para o mesmo artigo com maior resolução, sugiro a
compra do artigo. </span><br />
<br />
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<h1 class="t-content__title a-page-title">
"Descoberta mudou a física e a astronomia”, diz cientista brasileiro que pesquisou com novo Nobel"</h1>
<h1 class="t-content__title a-page-title">
<a href="https://www.blogger.com/goog_1495766110"> </a></h1>
<a href="http://www.rfi.fr/br/ciencias/20191008-descoberta-mudou-fisica-e-astronomia-diz-cientista-brasileiro-que-pesquisou-com-no"><span lang="PT-BR" style="mso-ansi-language: PT-BR;">http://www.rfi.fr/br/ciencias/20191008-descoberta-mudou-fisica-e-astronomia-diz-cientista-brasileiro-que-pesquisou-com-no</span></a><br />
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<br />zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-4934864846065088262019-11-08T05:32:00.000-08:002019-11-08T09:28:48.566-08:00<br />
<h2>
<span style="color: #0b5394;"><b><span style="font-size: small;">TRÂNSITO DE MERCÚRIO NESTA SEGUNDA-FEIRA 11/11/2019 </span></b></span></h2>
<span style="font-size: small;"><br />Na próxima 2a feira, dia 11/11/2019, iremos presenciar em Natal um belo e raro fenômeno astronômico. Será a passagem do planeta Mercúrio em frente ao Sol. Será um trânsito planetário. Quer saber qual a sua importância para a cientistas da área e o que é esse fenômeno? Venha para o Departamento de Física observar e entender o fenômeno.</span><br />
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<span style="font-size: small;"><br />Além de um fenômeno raro e curioso, o trânsito planetário se refere ao momento em que um planeta, em seu movimento orbital, atravessa o disco de sua estrela, a partir da visão de um observador em uma órbita mais externa ou mesmo de fora do sistema planetário. Da Terra, no Sistema Solar, podemos observar apenas o trânsito dos planetas Mercúrio e Vênus. Aliás, foi com a observação de um trânsito de Vênus no séc. XIX, que conseguimos medir com melhor precisão a distância da Terra ao Sol e indiretamente, as dimensões das órbitas dos planetas. Hoje, o mesmo método é utilizado com sucesso para descobrir planetas distantes girando em torno de outras estrelas <br /><br />No trânsito do dia 11/11/2019, Mercúrio, o menor de todos os planetas do Sistema Solar irá passar na frente do Sol entre os horários de 09h 36min e 15h 04min (horário de Brasília). Os astrônomos do Ge3 da UFRN acompanham o fenômeno que irá se repetir somente no ano de 2032.<br /><br /><br />09:30 – 11:00: Início da observação do trânsito de Mercúrio<br /> </span><br />
<span style="font-size: small;">11:00 – 12:00: Palestra sobre Curiosidades sobre o Trânsito planetário?<br /> </span><br />
<span style="font-size: small;">14:00 – 15:00: Parte final da observação do trânsito de Mercúrio.<br /><br />Maiores informações <br /><br />Prof. José Dias do Nascimento Jr.<br />jdonascimento@fisica.ufrn.br<br />Cel 84 99992 6288</span><br />
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<div class="_5pbx userContent _3576" data-ft="{"tn":"K"}" data-testid="post_message" id="js_10">
(*) Preparação
para o trânsito de mercúrio na segunda feira. Aqui abaixo, fotos com filtros UBVRI blue47B
vert55 rouge55 usados profissionalmente para calcular o índice de cor e
temperatura das estrelas. <b>O nosso filtro opaco de segurança irá
transmitir 1/1000 de 1%</b> da radiação visível luz-branca (Thousand Oaks
Optical). Luz branca" refere-se aos comprimentos de onda de
580-630nm que podem passar através do filtro. A transmissão total de luz
é 1/1000 de 1% é ideal para filmar. <br />
Estes são fotograficamente
seguros. Você não pode olhar com segurança através de filtros solares
com materiais fabricados para outros fins. Os materiais de filtro solar
com certificação ISO 12312-2 da Thousand Oaks Optical são usados
em óculos eclipse vendidos pela Celestron e Meade Instruments.</div>
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<img alt="" 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" /><br />
<br />zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-4011923681272882042018-12-03T10:22:00.001-08:002018-12-03T10:22:49.213-08:00O Dia da Astronomia no Brasil.<div class="separator" style="clear: both; text-align: center;">
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O Dia da Astronomia: 2 de dezembro no Brasil. A data homenageia a
ciência que explora e estuda o universo e tudo que nele existe. Dos
pequenos corpos aos planetas, estrelas, satélites naturais, galáxias. A
melhor forma de comemorar é observando. Os Astrônomos profissionais são
geralmente formados em física (bachareis). Aqui alguns sítios que
visitei ao longo dos últimos anos e Astrônomos da <a href="https://www.facebook.com/ufrnoficial/?__tn__=K-R&eid=ARDzcHGgaHD2c_xFW4kyH0cmfsf0mMnGuQBuSxviW279iCHSlukUA5BXTasHBKJ2FNZLaQ0Oe0cssWf1&fref=mentions&__xts__%5B0%5D=68.ARCg_KSnW4fGTikXucULA_5tLZOVKTIp7ZaUDYc99Sc8wbTKYrYmDbkP6RFl_aCJin6AgaTuaOtLFn1yluakGdopvhyhzTyAseBFuSP2QVeM7LsnmpTFuwfQzJ3OflJOJN_KTkAUdP5VCrpjzZNNhoC5uARUVhk0_wF0J8Mjkln-XL3zJuaX-QVqTgCShEiUCmp4LdGYVIeJ4XCOUg">UFRN</a> em ação!<br />
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-The Pic du Midi Observatory, Europe<br />
<br />
- Harvard college Observatory. CfA - Harvard Smithsonian Center For Astrophysics, US<br />
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- ESO, European Organisation for Astronomical Research in the Southern, Chile, Chile. (2002 e 2017)<br />
<br />
E
nada melhor do que falar da astronomia feita por nós mesmos neste país
que investe tão pouco em seus astronomos e professores. Não deixa de ser
uma data de luta por uma astronomia melhor! Por uma educação melhor.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLtlXNpIjlH2D-cz-nT2BK3ttzLVZklUbWF0EX_tiWWj1XjC8zt_1obUmRd0GbqMnMtTBLYjDxzric9TyhNRJiFExe_KsrxiJ6aphLCGxnLkUwV0lcl8Sj4ZMQOib_6zmUWPfowapneE/s1600/43691935_10214601635567893_1767076032361267200_n.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="688" data-original-width="960" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxLtlXNpIjlH2D-cz-nT2BK3ttzLVZklUbWF0EX_tiWWj1XjC8zt_1obUmRd0GbqMnMtTBLYjDxzric9TyhNRJiFExe_KsrxiJ6aphLCGxnLkUwV0lcl8Sj4ZMQOib_6zmUWPfowapneE/s320/43691935_10214601635567893_1767076032361267200_n.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Journal Club: Reunião com os orientandos Ge3 na UFRN</td></tr>
</tbody></table>
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-84589439720442423472018-09-25T06:06:00.000-07:002018-09-25T10:37:32.568-07:00Estranhas absorções no ultravioleta. <div class="MsoNormal">
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<b style="mso-bidi-font-weight: normal;"><span lang="PT-BR" style="mso-ansi-language: PT-BR;">Astrônomos da UFRN e
do Hubble Space Telescope revelam </span></b><b style="mso-bidi-font-weight: normal;"><span lang="PT" style="mso-ansi-language: PT;">comportamento inesperados no
espectro de estrelas Gigantes </span></b><span lang="PT" style="mso-ansi-language: PT;"></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8q_ZW9Q-HyUzlLT4V53ioDv_etR5t1t-oBf1oWmLl-qiXo__uvzIy7UJ0FvAvT4H3qzp4CeRsgifr_DuvfeUnYcIT9HPVs7dkA-YdzLyiITUGdRarlisAswbPe-vPUkQJQhf9YYVYjxA/s1600/WolszczanRedGiantPlanet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="600" data-original-width="750" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8q_ZW9Q-HyUzlLT4V53ioDv_etR5t1t-oBf1oWmLl-qiXo__uvzIy7UJ0FvAvT4H3qzp4CeRsgifr_DuvfeUnYcIT9HPVs7dkA-YdzLyiITUGdRarlisAswbPe-vPUkQJQhf9YYVYjxA/s320/WolszczanRedGiantPlanet.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="" id="result_box" lang="pt"><span class="">O Fim do Mundo. Estrelas gigantes vermelhas podem expandir o suficiente para engolir seus planetas. I</span><span class="">mpressão artística mostrando um mundo do tipo </span></span><span class="" id="result_box" lang="pt"><span class=""><span class="" id="result_box" lang="pt"><span class="">Júpiter </span></span>condenado a queimar a medida que sua estrela cresce rapidamente. (Figura da NASA)</span></span></td></tr>
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<span lang="PT-BR" style="mso-ansi-language: PT-BR;">Cientistas do Departamento de Física da
Universidade Federal do Rio Grande do Norte juntamente com colaboradores do
instituto Hubble </span><span lang="PT-BR" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Space Telescope
Science, </span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">em Baltimore,
USA descobriram um comportamento inesperado nas linhas espectrais </span><span lang="PT" style="mso-ansi-language: PT;">do ultravioleta próximo </span><span lang="PT-BR" style="mso-ansi-language: PT-BR;">de estrelas </span><span lang="PT" style="mso-ansi-language: PT;">gigantes vermelhas.</span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Motivado pelo
desejo de medir a abundância dos elementos leves como o berílio em estrelas
gigantes, que são o futuro do nosso Sol, os pesquisadores construíram uma nova
lista de linhas espectrais observáveis e necessárias para sintetizar o
comportamento observado na região do ultravioleta próximo. <span style="mso-spacerun: yes;"> </span></span></div>
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<span lang="PT" style="mso-ansi-language: PT;"> <table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7mVpRKbwA_Q-gfSehg2F48BGw_ZvCKhrvHNUJCqpy6VIQ4uHJAhdaJb3chcNUCg5kYmjVUNiyuf-3T_spqZ2NpsTzmuHOeYz4624Hex-s_TYnG6zoBYfXB7T_FsFFtDCAGcsqiPzxNls/s1600/spectra.jpeg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="877" data-original-width="596" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7mVpRKbwA_Q-gfSehg2F48BGw_ZvCKhrvHNUJCqpy6VIQ4uHJAhdaJb3chcNUCg5kYmjVUNiyuf-3T_spqZ2NpsTzmuHOeYz4624Hex-s_TYnG6zoBYfXB7T_FsFFtDCAGcsqiPzxNls/s1600/spectra.jpeg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="" id="result_box" lang="pt">Espectro observado da estrela
Arcturus (linha tracejada, parcela superior) e Pollux (linha tracejada,
parcela inferior) em comparação com espectros sintéticos gerados com
três listas de linhas diferentes. Calberg et al. (2018).</span>
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<span style="font-family: "advotfe309fd3"; font-size: 8.000000pt;">The Astrophysical Journal, </span><span style="font-family: "advotf9433e2d"; font-size: 8.000000pt;">2018 September 20
</span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Usando dados do
Sol, da estrela Arcturus e Pollux como referências e observadas no telescópio </span><span lang="PT" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Subaru de 8.2m, um dos maiores do mundo e localizado no
topo do vulcão Mauna</span><span lang="PT"> </span>Kea, Havaí, <span lang="PT" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">os cientistas </span><span lang="PT" style="mso-ansi-language: PT;">exploraram fontes potenciais de falta de opacidade no continuum do espectro
e comportamentos “estranhos” <span style="mso-spacerun: yes;"> </span>na absorção
de linhas no ultravioleta.</span><span lang="PT" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> <span style="mso-spacerun: yes;"> </span>Os autores concluíram que </span><span lang="PT" style="mso-ansi-language: PT;">as estrelas gigantes vermelhas exigem a
adição de uma linha de origem ainda desconhecida pelos cientistas na parte azul
do espectro e próximo ao comprimento de onda do Be3131 A.<span style="mso-spacerun: yes;"> </span>A inclusão de uma nova linha traz argumentamos
para rever muitas das abundâncias absolutas de Berílio obtidas em outras estrelas.
</span><span lang="PT" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
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<span lang="PT" style="mso-ansi-language: PT;">“Esta medida da
abundância de Berílio<span style="mso-spacerun: yes;"> </span>tem relação com o engolimento
de planetas por estrelas, entre outras causas físicas. A questão das medidas de
Berílio no Sol está longe de ser completamente </span><span lang="PT" style="mso-ansi-language: PT;"><span lang="PT" style="mso-ansi-language: PT;">resolvida</span> e nosso estudo aponta
para novas direções”, comenta o professor José Dias do Nascimento Jr.,
Astrofísico do Departamento de Física da UFRN e um dos autores do estudo.</span></div>
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<span lang="PT-BR" style="mso-ansi-language: PT-BR;">Em artigo foi
publicado no ultimo dia 25 de Setembro de 2018 na prestigiosa revista ‘The
Astrophysical Journal’, que é classifica como qualis A1 pela CAPES. Os autores apontam
para várias linhas<span style="mso-spacerun: yes;"> </span>cientificas que devem
fazer parte agora das pesquisas do grupo na UFRN. O trabalho destes quatro astrônomos
mostra a importância do estudo espectroscópico das abundancias das estrelas
gigantes no sentido de entender a própria história química do Sol.<span style="mso-spacerun: yes;"> </span>O comportamento inesperado de certas linhas
espectrais pode revelar no futuro próximo algo surpreendente, como por exemplo o
processo pelo qual a estrela está sendo enriquecidas quimicamente por seus
planetas engolidos ao longo da vida <span style="mso-spacerun: yes;"> </span>e
modificando a sua evolução química.<span style="mso-spacerun: yes;"> </span></span></div>
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<span lang="PT-BR" style="mso-ansi-language: PT-BR;">Link para o
artigo: <span class="MsoHyperlink"><a href="https://doi.org/10.3847/1538-4357/aad8bf">https://doi.org/10.3847/1538-4357/aad8bf</a></span></span></div>
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</style> zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-85391762082887770202018-04-12T15:04:00.002-07:002018-04-12T15:04:42.390-07:00Astrofísica Ge3 da UFRN na Campus Party Natal
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<b><span lang="PT" style="mso-ansi-language: PT;">O Grupo de
Astrofísica e Evolução Estelar do Departamento de Física da UFRN palestra e
protótipos<span style="mso-spacerun: yes;"> </span>na Campus Party</span></b></div>
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<span lang="PT" style="mso-ansi-language: PT;">Pesquisadores e
alunos do Grupo de Estrutura e Evolução Estelar (Ge3) da Universidade Federal
do Rio Grande do Norte apresentam suas atividades na Campus Party nesta
sexta-feira 13 de abril de 2018. A Campus Party é um dos maiores eventos de
ciência e tecnologia da atualidade e<span style="mso-spacerun: yes;">
</span>acontece em Natal. </span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Dentre outras atividades os alunos Gabriel Seabra,
Valdir Barros e Pedro Henrique junto com o Prof. José Dias apresentam as
soluções tecnológicas do projeto da plataforma observacional sustentadas por
balão de altas altitudes para voos de longa duração. Esta plataforma proposta
faz parte da cooperação com laboratório francês d'Institut d'astrophysique
spatiale (Orsay, Paris).<span style="mso-spacerun: yes;"> </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsmZo0Hl6kXk5hLx_jiKO9xZzRhn4JXde-EygwX_wkZ6foMbqus5RHKVAAt1MbJtNfKY0KWqFvlbXg5kyhvDvrDenczeTskJrNCd0gT_GKvGg1OHh8BKd3fc9EYY1P9J_bsHHl672EQdM/s1600/29542930_10213274186822504_2219856391148441308_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="621" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsmZo0Hl6kXk5hLx_jiKO9xZzRhn4JXde-EygwX_wkZ6foMbqus5RHKVAAt1MbJtNfKY0KWqFvlbXg5kyhvDvrDenczeTskJrNCd0gT_GKvGg1OHh8BKd3fc9EYY1P9J_bsHHl672EQdM/s640/29542930_10213274186822504_2219856391148441308_n.jpg" width="412" /></a></div>
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<span lang="PT" style="mso-ansi-language: PT;"><span style="mso-spacerun: yes;"> </span>Ainda na sexta feira, o Professor <span style="mso-spacerun: yes;"> </span>José Dias do Nascimento do Dep. De Física da
UFRN <span style="mso-spacerun: yes;"> </span>apresenta a palestra “O que faz um
planeta ser habitável?”<span style="mso-spacerun: yes;"> </span>no palco #STEAM
da Campus Party Natal. </span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Palestra: "O
que faz um planeta ser habitável?"</span></div>
<div class="MsoNormal">
<span lang="PT" style="mso-ansi-language: PT;">Início: 13 de
Abril de 2018 às 19:00</span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Término: 13 de
Abril de 2018 às 20:00</span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Local: no palco
#STEA <span style="mso-spacerun: yes;"> </span></span></div>
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</style>zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-10868426362884836142018-03-14T12:40:00.001-07:002018-03-14T15:11:28.558-07:001971: Stephen Hawking e os rumos da evolução estelar<br />
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<span lang="PT-BR" style="mso-ansi-language: PT-BR;">Hoje, dia
14 de março de 2018, mais um gigante da física tombou. Aos 76 anos o britânico
Stephen Hawking devolveu sua energia para o cosmos. <span style="mso-spacerun: yes;"> </span>Hawking era portador de esclerose lateral, já diagnosticado
em 1963, quando tinha 21 anos. A expectativa de sua vida <span style="mso-spacerun: yes;"> </span>na época do diagnóstico era de somente mais dois anos.
Pois bem, nos corredores do CfA, por volta de 2013 achei uma foto antiga, dobrada
e jogada no lixo. Possivelmente descartada por algum dos muitos que partiram para à aposentadoria nos últimos anos em Harvard.<span style="mso-spacerun: yes;">
</span>Quando abri, tive a grande surpresa de estar frente-à-frente à uma das
mais históricas reuniões de toda a astrofísica moderna. Tratava-se da </span>“Theoretical
Astronomy Conference on Massive Objects”. <span lang="PT" style="mso-ansi-language: PT;"><span style="mso-spacerun: yes;"> </span>Muitos famosos da área de astrofísica
estelar estão na foto, inclusive o Hawking. Não vem ao caso hoje falar sobre os outros e um dia eu escreverei sobre. De fato
uma surpresa grande foi ver aquele rosto conhecido e autor de memoráveis artigos
e livros lidos por minha geração. A motivação por astrofísica nasceu ali para muitos. Rapidamente percebe-se o jovem Prof. Stephen
William Hawking na foto da conferência cercado por muitos nomes conhecidos e bem mais velhos que ele. </span><span lang="PT" style="mso-ansi-language: PT;"><span style="mso-spacerun: yes;">Os detalhes da foto são incríveis. Letras feitas a mão, com uma
caligrafia dedicada e bem feita. E o famoso brasão da Universidade de
Cambridge no centro. A reunião provavelmente foi no Departamento de
Astronomia, onde Stephen Hawking estudou e foi professor. </span>Visto que a reunião era em 1971, rapidamente
fui rever alguns artigos para entender a motivação que reuniu tantos ilustres nomes
ali naquela reunião em Cambridge. Entre outros, estão na foto o F. Hoyle, G. Burbidge, R. Penrose, G. Michaud,<span style="mso-spacerun: yes;"> </span>P. Ledoux, J. Audouze, A. King, Arnett, K.
Lang, V. Trimble, S. Woosley, R. Rufinni, M. Ulrich. E muitos outros.</span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Por volta desta época,
Hawking percebeu que o Big Bang era muito parecido com uma espécie de colapso
de um buraco negro em sentido inverso. Ele desenvolveu essa ideia com Penrose (que
também está na foto, na última linha é o terceiro da direta para a esquerda) <span style="mso-spacerun: yes;"> </span>já<span style="mso-spacerun: yes;"> </span>em 1970, e os dois publicaram um artigo que
mostrou que a relatividade geral implica que o universo deve ter começado como
uma singularidade.</span></div>
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<span lang="PT" style="mso-ansi-language: PT;">“The
singularities of gravitational collapse and cosmology” por S. W. Hawking, R.
Penrose</span></div>
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<span lang="PT" style="mso-ansi-language: PT;"><a href="http://rspa.royalsocietypublishing.org/content/314/1519/529">http://rspa.royalsocietypublishing.org/content/314/1519/529</a></span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Neste artigo, <span style="mso-spacerun: yes;"> </span>Hawking e <span style="mso-spacerun: yes;"> </span>Roger Penrose <span style="mso-spacerun: yes;"> </span>propuseram de forma elegante, a partir da
Teoria Geral da Relatividade elaborada por Einstein, <span style="mso-spacerun: yes;"> </span>que o Universo precisava ter começado em <span style="mso-spacerun: yes;"> </span>uma singularidade. <span style="mso-spacerun: yes;"> </span>Ou seja, precisava ter um pequeno ponto de
infinita densidade. Atualmente,<span style="mso-spacerun: yes;"> </span>esta
hipótese é largamente aceita, porém <span style="mso-spacerun: yes;"> </span>na
época desta foto <span style="mso-spacerun: yes;"> </span>o assunto ainda gerava
muitas dúvidas. <span style="mso-spacerun: yes;"> </span>O próprio Einstein havia
proposto que um corpo com massa muito grande poderia colapsar devido à sua
própria gravidade, criando um buraco negro (termo cunhado depois). <span style="mso-spacerun: yes;"> </span>Essa massa colapsaria até diminuir a um ponto
minúsculo de altíssima densidade – uma singularidade. <span style="mso-spacerun: yes;"> </span>Esta conferencia sobre objetos muito massivos tratava
unicamente sobre a física dstes objetos que poderiam ser fontes naturais de buracos negros. Era a ligação da teoria da evolução estelar com os objetos compactos. <span style="mso-spacerun: yes;"> </span>Hawking basicamente estava propondo que o Big
Bang era como o colapso de um buraco negro em reverso, e o proprio buraco negro era algo que sutgiria naturalmente da evolução estelar.</span></div>
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<span lang="PT" style="mso-ansi-language: PT;"><span data-offset-key="2iu1l-0-0"><span data-text="true">Por essa altura, a incapacidade de Hawking já era grave. Difícil para andar, mesmo com muletas. Dizem, que no final de 1970, pouco antes desta reunião da foto em 1971, enquanto dormia, ele concebeu as ideias refinadas sobre os buracos negros. Este estalo resultou numa série de descobertas sobre como estes objetos massivos se comportavam e publicadas nos anos seguintes. A física dos objetos supermassivos recebia um fôlego novo. Essa época certamente foi díficil para Hawking e é retratada em cada um dos famosos participantes que estão nesta foto e sua devida reverencia ao gênio Hawking. </span></span></span><span lang="PT" style="mso-ansi-language: PT;"><span data-offset-key="2iu1l-0-0"><span data-text="true"><span data-offset-key="2iu1l-0-0"><span data-text="true">Alguns já famosos ali próximo dele. </span></span>Podemos ver Geoffrey Burbidge, Margaret Burbidge, Fred Hoyle, William Fowler. Todos autores do artigo "B2FH" que é um documento histórico da física estelar publicado no Reviews of Modern Physics em 1957. O título do artigo é "Síntese dos elementos nas estrelas", porém o artigo (que gerou um Nobel) é geralmente referido apenas como "B2FH". Os autores ali, colados no Hawking. Do lado esquerdo de Hawking vemos o Donald D. Clayton que é o responsável pela predição da teoria da nucleossíntese nas supernovas e sua relação com à formação dos elementos químicos nas explosões estelares. Clayton não somente descobriu a nucleossíntese durante a queima de silício explosivo em estrelas, mas também previu um novo tipo de astronomia com base neste processo. Ele tem um dos cinquenta artigos mais influentes em astronomia do século XX. São sem duvida os guardiões da astrofísica estelar e os apoios de Hawking na foto. </span></span> </span><br />
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<span data-offset-key="8men2-0-0"><span data-text="true"> Nos anos seguinte a genialidade de Hawking continuou com muitas contribuições, tais como a segunda lei dos buracos negros, a radiação de Hawking e evaporação de buracos negros, teorias sobre expansão do Universo e formação de galáxias e em 2006 a "teoria para tudo". E mais, participou do "Star Trek: The Next Generation", sua voz ecoou no "Simpsons" e seu livro "Uma Breve História do Tempo" bateu 9 milhões de cópias (todo mundo comprou e poucos terminaram de ler). Porém, acho que nada chega após pés de sua contribuição fundamental aos processos físicos nos objetivos massivos e formação de buracos negros. E mais, sua história com o público que ficou fascinado até os dias de hoje e todos se perguntam como aquele ser humano alí, aparentemente frágil em sua cadeira de rodas e com uma doença grave e degenerativa poderia ter uma visão tão profunda do Universo. O prof. Stephen Hawking virou um símbolo de luta pessoal e um guerreiro no sentido de melhor descrever os mistérios do cosmo profundo. Esta foto é antes de tudo um uma reverência de grandes nomes da teoria de evolução estelar ao gigante Stephen Hawking. Nunca encontrei na Internet tal foto e sendo assim púbico aqui pela primeira vez em um singela homenagem à este grande físico. </span></span></div>
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<span data-offset-key="8men2-0-0"><span data-text="true">Um exemplo de superação. Uma grande inspiração para muitos de minha geração e outras. Não somente na astrofísica, mas em todos os campos da ciência moderna.</span></span><br />
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<span lang="PT" style="mso-ansi-language: PT;">Prof. José Dias do Nascimento</span></div>
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<span lang="PT" style="mso-ansi-language: PT;">Astrofísico / UFRN </span></div>
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com1tag:blogger.com,1999:blog-7577445822906222048.post-57600757247952877122017-09-01T15:14:00.002-07:002017-09-01T15:27:15.387-07:00Exoplaneta Genuinamente Brasileiro?<h4>
Cientistas anunciam a descoberta do primeiro exoplaneta genuinamente Brasileiro </h4>
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Planeta gasoso do tipo Júpiter que orbita uma estrela semelhante ao Sol é descoberto por uma equipe de astrônomos brasileiros. Trata-se de uma façanha e conquista para a ciência nacional, o anúncio do primeiro planeta descoberto por uma equipe totalmente composta por astrônomos brasileiros. <br />
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De forma inédita, uma equipe totalmente composta por cientistas brasileiros anunciou a descoberta de um novo planeta. O trabalho científico sobre o novo astro será publicado esta semana na prestigiada revista britânica Monthly Notices of the Royal Astronomical Society e anunciado na a XLI Reunião Anual da Sociedade Astronômica Brasileira, que ocorrerá entre 4 e 8 de setembro na cidade de São Paulo, SP.<br />
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A equipe de cientistas é formada por sete pesquisadores de universidades de diferentes regiões do Brasil: Universidade Estadual de Ponta Grossa (UEPG), Universidade de São Paulo (USP), Observatório Nacional do Rio de Janeiro (ON) e Universidade Federal do Rio Grande do Norte (UFRN).<br />
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Localizado na direção da constelação de Monoceros e distante cerca de 1200 anos-luz (um ano luz equivale a cerca de 9,5 quadrilhões de metros), o planeta descoberto possui o tamanho aproximado de Saturno, mas com metade de sua massa. Trata-se de um corpo celeste gasoso, assim como Júpiter em nosso sistema solar. O planeta orbita uma estrela parecida com o Sol: sua massa é 8% maior, seu raio 21% menor e sua temperatura 200°C mais quente. Os pesquisadores indicam que a densidade do planeta é menor que a densidade da água. Apenas para exemplificar, se existisse um oceano grande suficiente para conter o planeta, ele flutuaria. Entretanto mais observações são necessárias para confirmar a medida da densidade.<br />
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“A órbita do planeta é muito próxima da estrela. A distância entre eles é cinco vezes menor que a de Mercúrio ao Sol, o que o torna muito quente. Estimamos que a temperatura do planeta esteja em torno de 1100°C e que possua ventos de milhares de quilômetros por hora”, explica o professor Marcelo Emilio (UEPG), orientador da tese de doutoramento de Rodrigo Carlos Boufleur, defendida no ON no último dia 28 de agosto, e que deu origem ao trabalho científico.<br />
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A técnica utilizada para encontrar o planeta é chamada “trânsito planetário”. É semelhante ao fenômeno dos trânsitos de Mercúrio e Vênus em frente ao nosso Sol. Observa-se a diminuição do brilho da estrela pelo fato do planeta ter passado em frente a estrela. Para fazer a medida foram analisadas observações feitas pelo satélite CoRoT (COnvection ROtation and planetary Transits). Esse satélite foi construído e operado pela Agência Espacial Francesa, pela Agência Espacial Européia e pelo Brasil. <br />
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<a href="https://corot.cnes.fr/sites/default/files/migration/smsc/corot/icons/films/sequence_complete_courbe_151105.mov" target="_blank"> Satélite CoRoT em operação</a><a href="about:invalid#zClosurez" target="_blank"> </a><br />
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A confirmação da existência do planeta foi realizada utilizando a técnica de espectroscopia com um dos melhores instrumentos para esse fim chamado HARPS (High Accuracy Radial velocity Planet Searcher), localizado em La Silla, Chile.<br />
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Outros dois planetas do tamanho de Júpiter foram também encontrados no mesmo trabalho, e necessitam de mais observações para que se possa determinar melhor suas massas. A descoberta de novos mundos é um dos campos mais interessantes e promissores na área da astronomia. O número de planetas descobertos ainda é pequeno em relação ao que deve existir em nossa Galáxia. Mais observações e descobertas são necessárias para entendermos como sistemas solares são formados. Questões fundamentais como: seria o nosso sistema solar uma exceção?<br />
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“ Este é um planeta gigante gasoso e quente localizado próximo de sua estrela. Sua atmosfera extremamente turbulenta figura entre um dos climas mais extremos até hoje estudado. Orbitam em movimento travado devido as marés, o que significa que eles têm dias difíceis com muita radiação e partículas de um lado e noites eternas do outro. A formação destes gigantes gasoso representam um desafio para atual teoria que descreve a formação planetária”, explica o astrofísico Prof. José-Dias do Nascimento da UFRN, coautor do artigo que anuncia a descoberta.<br />
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Representação artística do planeta CoRoT ID 223977153-b.<br />
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<a href="https://academic.oup.com/mnras/article/doi/10.1093/mnras/stx2187/4096539/A-modified-CoRoT-detrend-algorithm-and-the" target="_blank">Link para o artigo na página da revista</a><br />
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Autores:
Rodrigo C. Boufleur (ON), Marcelo Emilio (UEPG), Eduardo Janot Pacheco
(IAG/USP), Laerte Andrade (UEPG), Sylvio Ferraz-Mello (IAG/USP), <br />
José Dias do Nascimento Júnior (UFRN), J. Ramiro de La Reza (ON).<br />
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<br />zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-45714175741073625672017-07-26T19:08:00.001-07:002017-07-26T19:11:33.089-07:00O Sol e seus mistérios.<div style="font-family: Helvetica; font-size: 12px; line-height: normal;">
<span style="font-size: 12pt;">#UFRN lá lado a lado com o CfA-Harvard Smithsonian no release </span><span style="font-size: 12pt;"> "O Sol e seus mistérios". Publicado hoje 26.7.16 e divulgando nosso artigo publicado na SCIENCE com release do CfA. Figure de Ted Leandro. </span></div>
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<a href="https://www.cfa.harvard.edu/news/2017-23">https://www.cfa.harvard.edu/news/2017-23</a><br />
<br />zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-86980405854831306942017-07-08T09:23:00.002-07:002017-07-08T09:27:51.143-07:00<br />
São Paulo, 7 de Julho de 2017 Via @estadão, Impresso.<br />
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Excelente matéria de Fábio de Castro,
O Estado de
S. Paulo<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi61vCcoC_rwr3iBEIiNLXsCn1odMfRE4w1kv3RpB2WflHNIlinaf9RcHh9RFmFDV1J3tlyqbyd8IGS0UCwSEiE7Mu58n2LDz5UzPS4X2hjajmSFCtDoEmlN_Sefd8FPS7utsi64NmuQh4/s1600/estada%25CC%2583o.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="846" data-original-width="1187" height="456" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi61vCcoC_rwr3iBEIiNLXsCn1odMfRE4w1kv3RpB2WflHNIlinaf9RcHh9RFmFDV1J3tlyqbyd8IGS0UCwSEiE7Mu58n2LDz5UzPS4X2hjajmSFCtDoEmlN_Sefd8FPS7utsi64NmuQh4/s640/estada%25CC%2583o.jpg" width="640" /></a>A UFRN em artigo do Jornal ESTADÃO, SP.Será muito importante para nossa <br />
instituição ver a bandeira do Brasil (e a nossa da UFRN) voando com este<br />
satélite em 2025.<br />
<a href="https://www.blogger.com/goog_2140977709"><br /></a>
<a href="http://ciencia.estadao.com.br/noticias/geral,brasil-ajuda-em-caca-europeia-a-exoplanetas,70001881679">http://ciencia.estadao.com.br/noticias/geral,brasil-ajuda-em-caca-europeia-a-exoplanetas,70001881679</a><span id="goog_2140977707"></span><span id="goog_2140977708"></span><br />
<br />
<br />
'Com participação direta de cientistas brasileiros, uma missão da Agência Espacial Europeia (ESA) vasculhará o espaço em escala sem precedentes, com o objetivo de descobrir planetas habitáveis em outros sistemas solares. Oficializada no fim de junho, a missão Trânsitos Planetários e Oscilações das Estrelas (Plato, na sigla em inglês) agora tem financiamento garantido - o orçamento é de US$600 milhões (R$ 2,27 bilhões) - e será lançada em 2025."<br />
<br />
Saudações Astronomicas. <br />
<br />
jose dias<br />
<br />
<br />
Outros links.<br />
<br />
http://reformulations.blogspot.com.br/<br />
<br />
http://astro.dfte.ufrn.br/plato-pt<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
_______________________________________________<br />
Ciranda mailing list<br />
Ciranda@ufrn.br<br />
http://listas.ufrn.br/cgi-bin/mailman/listinfo/ciranda<br />
Para se descadastrar da lista, basta mandar e-mail em branco para ciranda-unsubscribe@ufrn.brzé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-62017879501904203022017-06-21T07:17:00.001-07:002017-06-21T07:22:26.986-07:00Yes!!! Telescopio Espacial PLATO da ESA Selecionado!<style>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiva9wVcnTrRbRFsqzoSwHlVNCb-qTu3A-a-snjnC_dMu8sHPMtjwAkRJDxK5cXm8eZMSqJz405fDuMfAqMXb1o3PVM8tKO93K2ttlTUlp9EYTusqB-vom7vg95AueG0tEnrBgB94od7WI/s1600/sticker_plato_l.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="343" data-original-width="500" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiva9wVcnTrRbRFsqzoSwHlVNCb-qTu3A-a-snjnC_dMu8sHPMtjwAkRJDxK5cXm8eZMSqJz405fDuMfAqMXb1o3PVM8tKO93K2ttlTUlp9EYTusqB-vom7vg95AueG0tEnrBgB94od7WI/s400/sticker_plato_l.jpg" width="400" /></a></div>
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<span lang="PT-BR"> <b><span style="color: #073763;">A EUROPA com o Satélite caçador de Planetas PLATO volta ao espaço. O no BRASIL a UFRN é parte integrante desta missão !!!</span></b></span></div>
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<br /></div>
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<span lang="PT-BR">Ontem após uma reunião do comité de
programas da ESA (European Space Agency) foi anunciado<span style="mso-spacerun: yes;"> </span>em definitivo um importante marco para a
busca de exoplanetas. A<span style="mso-spacerun: yes;"> </span>ESA através de
sua mensagem<span style="mso-spacerun: yes;"> </span>asseguram a continuação do
plano ‘Cosmic Vision’ nas próximas duas décadas. Após uma fase de definição e estudos de
três anos após a pré-seleção da missão em 2014, o PLATO agora é definitivamente apto para
implementação (vejam nossa bandeira lá).</span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihbXxIbYi8WMK4Cy_ceaHlsEML16w4JxLRCFYhzftxZuW-huUy5hP1B219pINmbEPTKpZ3XVn0P-ENa_FC9PbjVfVy-F7gTf48-HNwnXBVGKSzrLADNhShLvh4q3NUDW_QE-4-nFgk1vk/s1600/old_pplc_design.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="631" data-original-width="551" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihbXxIbYi8WMK4Cy_ceaHlsEML16w4JxLRCFYhzftxZuW-huUy5hP1B219pINmbEPTKpZ3XVn0P-ENa_FC9PbjVfVy-F7gTf48-HNwnXBVGKSzrLADNhShLvh4q3NUDW_QE-4-nFgk1vk/s320/old_pplc_design.jpg" width="279" /></a></div>
<br />
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<br /></div>
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<span lang="PT-BR">O satélite PLATO irá estudar Trânsitos
planetários e oscilações nas estrelas como descrito já em<span style="mso-spacerun: yes;"> </span>Fevereiro de 2014. Na reunião de ontem a
decisão garante que o satélite passa agora para o plano de construção. Nos
próximos meses, a indústria será convidada para reuniões e discussões da
construção, bem como da plataforma espacial.</span></div>
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<br /></div>
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<span lang="PT-BR">Após o seu lançamento em 2026, o PLATO irá
monitorar milhares de estrelas brilhantes em uma grande área do céu, procurando
variações minúsculos </span><span lang="PT-BR"><span lang="PT-BR">do brilho</span> e regulares causados pela passagem de<span style="mso-spacerun: yes;"> </span>planetas na frente das estrelas. </span></div>
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<br /></div>
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<span lang="PT-BR">A missão terá uma ênfase especial na
descoberta e caracterização de planetas<span style="mso-spacerun: yes;">
</span>chamados de Super Terras e que orbitam<span style="mso-spacerun: yes;">
</span>na zona habitável, isto é, uma distância da estrela onde a água
superficial existe na forma líquida.<span style="mso-spacerun: yes;"> </span>O
PLATO também investigará a atividade sísmica de algumas estrelas hospedeiras de
planetas, e determinará suas massas, tamanhos e idades, ajudando a entender
todo o sistema exoplanetário.<span style="mso-spacerun: yes;">
</span>Recentemente o pós-doutorando Hugo Coelho aterrissou em Terras potiguares, no DFTE da UFRN
proveniente da Universidade de Birmighan, (UK) onde fez o doutorado completo
exatamente nesta linha que relaciona exoplanets - espectroscopia<span style="mso-spacerun: yes;"> </span>- sismologia. O Dr. Hugo Coelho será um importante reforço para
nosso grupo. </span></div>
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<br /></div>
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<span lang="PT-BR">O Telescópio espacial PLATO operará a
partir do ponto virtual "L2" no espaço a uma distância de 1,5
milhões<span style="mso-spacerun: yes;"> </span>de km acima da Terra. O Nosso
grupo de Astrofísica,<span style="mso-spacerun: yes;"> </span>que estuda
exoplanets<span style="mso-spacerun: yes;"> </span>Estrutura & Evolução
Estelar (G3) é oficialmente parte da missão.<span style="mso-spacerun: yes;">
</span>Os professores <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>José-Dias do Nascimento Jr, Jefferson Soares <span style="mso-spacerun: yes;"> </span>e Matthieu Castro (UFRN) juntamente com Professores
da USP e da U. Do Makenzie<span style="mso-spacerun: yes;"> </span>fazem parte
do board brasileiro do instrumento. </span></div>
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<br /></div>
<div class="MsoNormal">
<span lang="PT-BR"> Para maiores Informações acessar o site do </span></div>
<div class="MsoNormal">
<span lang="PT-BR">G3 da UFRN:<a href="http://astro.dfte.ufrn.br/plato-pt"> http://astro.dfte.ufrn.br/plato-pt</a></span></div>
<div class="MsoNormal">
<br />
ESA: <a href="http://sci.esa.int/cosmic-vision/59243-gravitational-wave-mission-selected-planet-hunting-mission-moves-forward/">http://sci.esa.int/cosmic-vision/59243-gravitational-wave-mission-selected-planet-hunting-mission-moves-forward/</a><br />
<br />
<br /></div>
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<span lang="PT-BR">BBC: </span><a href="http://www.bbc.com/news/science-environment-26267918"><span lang="PT-BR">http://www.bbc.com/news/science-environment-26267918</span></a></div>
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<span lang="PT-BR"><br /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdz20gqWnXZqxaRbAtpbROWFud5GnPkkDrKcjTlzHhk_cqhBPc3gMOdxfsRbE4rfoBh8dijqOCtGoaF8jAH-1JvsPHzfBWSzqyyOqgzp2dWkUiI1Ka65-_EaaWjKRtNy0aeNkgUyM3RKA/s1600/bandeiras_plato.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="117" data-original-width="902" height="51" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdz20gqWnXZqxaRbAtpbROWFud5GnPkkDrKcjTlzHhk_cqhBPc3gMOdxfsRbE4rfoBh8dijqOCtGoaF8jAH-1JvsPHzfBWSzqyyOqgzp2dWkUiI1Ka65-_EaaWjKRtNy0aeNkgUyM3RKA/s400/bandeiras_plato.png" width="400" /></a></div>
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-80006490232649382742017-03-31T15:17:00.001-07:002017-03-31T15:17:23.593-07:00Afinal de contas o que estamos fazendo?<br />
<br />
<img height="420" itemprop="image" src="https://ogimg.infoglobo.com.br/in/21138890-ee6-548/FT1086A/420/66052107_Ilustracao-mostra-o-Sol-destruindo-a-atmosfera-de-marte.jpg" width="700" /><br />
<br />
<br />
<br />
<h1 itemprop="headline">
Radiação e ventos solares transformaram Marte num planeta frio e seco</h1>
<h2 itemprop="description">
Quatro bilhões de anos antes o Planeta Vermelho era capaz de abrigar vida</h2>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
<br />Leia mais sobre esse assunto em <a href="http://oglobo.globo.com/sociedade/ciencia/radiacao-ventos-solares-transformaram-marte-num-planeta-frio-seco-21138873#ixzz4cwcLhzUh" style="color: #003399;">http://oglobo.globo.com/sociedade/ciencia/radiacao-ventos-solares-transformaram-marte-num-planeta-frio-seco-21138873#ixzz4cwcLhzUh</a>
<br />© 1996 - 2017. Todos direitos reservados a Infoglobo Comunicação e
Participações S.A. Este material não pode ser publicado, transmitido por
broadcast, reescrito ou redistribuído sem autorização. </div>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
<br /></div>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
<br /></div>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
<span style="color: red;"><span style="font-size: x-large;">Relação com o que estamos fazendo:</span></span></div>
<br />
<br />
<a href="https://www.youtube.com/watch?v=vvPD8ajp6cs&feature=youtu.be">https://www.youtube.com/watch?v=vvPD8ajp6cs&feature=youtu.be</a><br />
zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0tag:blogger.com,1999:blog-7577445822906222048.post-80821844837743868722017-03-30T09:51:00.000-07:002017-03-31T15:14:13.195-07:00Assinatura da perda atmosférica de Marte<style>
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<span style="font-size: large;"><span lang="PT" style="font-family: "times";">Expectativa na revista Science que será publicada amanhã 31 de Março de 2017 e trará
artigo que trata de como
foi difícil um ambiente habitável em Marte.
O artigo discutirá sobre as taxas de Argônio e tem relação direta com nossos resultados
publicados ano passado sobre Kappa Ceti e o período “infantil” do Sol e desaparecimento da Água
e atmosfera Marciana devido a atividade Solar
intensa. </span><span lang="PT" style="font-family: "times";">Os isótopos do argônio fornecem uma assinatura robusta da
perda atmosférica e neste caso o Sol foi a causa. </span></span>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4o0ybJj18upsabigAEMKvBpTmOWCfEKBZeHque_MB5Xun0_YndB23-IuaQ1aYZ3JEaiXW_YBBRN6Ds3ZDhPJk2RZxxZyV2baFXgL0VxJugqH4u7BwLegWA2FhO-LgcJPXHE6ULl-Iges/s1600/739601main_pia16818-946.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4o0ybJj18upsabigAEMKvBpTmOWCfEKBZeHque_MB5Xun0_YndB23-IuaQ1aYZ3JEaiXW_YBBRN6Ds3ZDhPJk2RZxxZyV2baFXgL0VxJugqH4u7BwLegWA2FhO-LgcJPXHE6ULl-Iges/s400/739601main_pia16818-946.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h3>
Argon Isotopes and a Robust Signature of Atmospheric Loss Credit: NASA/JPL-Caltech</h3>
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<span style="font-size: large;"><span lang="PT" style="font-family: "times";">Na imagem de um estudo anterior motrado aqui, vemos
a proporção do isótopo argônio-36 sobre o isótopo árgon-38 mais pesado ao longo
de várias medições. O ponto mais a direita é
relacionado com a medição de 2013 da relação isotopica na
atmosfera de Marte, feita pelo espectrômetro no Sample Analysis at Mars (SAM) seguindo o robô Curiosity Mars. Para comparação,
mostra-se a medida anterior feita em Marte pelo projeto Viking em 1976. O resultado do SAM está na extremidade inferior do intervalo
de incerteza dos dados da Viking, mas é equivalente as medidas de razões istotopicas do argônio medidas em alguns
meteoritos de Marte. O valor determinado
pelo SAM é significativamente menor que o valor do Sol, Júpiter e Terra, o que
implica perda do isótopo mais leve em comparação com o isótopo mais pesado ao
longo do tempo geológico. O fracionamento de isótopos de argônio fornece
evidência clara da perda de atmosfera de Marte no mesmo periodo que a vida surgia na Terra.</span></span></div>
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<span style="font-size: large;"><span lang="PT" style="font-family: "times";">Este perda de atmosfera foi provavelmente muito intensa quando o Sol
tinha a mesma idade ou era mais novo que Kappa Ceti que é uma copia do Sol jovem e para o qual medimos e propomos um
vento pelo menos 50 vezes mais intenso que o vento solar atual. O resultado comprova nossas expectativas.</span></span></div>
<br />
<span style="font-size: large;"><span lang="PT" style="font-family: "times";">A não-detecção de vida em Marte é ponto importante na
discussão sobre a vida na Terra. Vamos aguardar a publicação amanhã na Science para entender e saber mais
sobre este tópico excitante.</span></span><br />
<br />
<span style="font-size: large;"><span lang="PT" style="font-family: "times";"> </span></span><b>O astrofísico brasileiro José Dias do Nascimento Júnior (UFRN) discute resultado da Science no Jornal O GLOBO-RJ.</b><br />
<br />
<br />
<a href="http://oglobo.globo.com/sociedade/ciencia/radiacao-ventos-solares-transformaram-marte-num-planeta-frio-seco-21138873#ixzz4cwYLyLXZ">http://oglobo.globo.com/sociedade/ciencia/radiacao-ventos-solares-transformaram-marte-num-planeta-frio-seco-21138873#ixzz4cwYLyLXZ</a><br />
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<b>Afinal de contas o que estamos fazendo?</b><br />
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<a href="https://www.youtube.com/watch?v=vvPD8ajp6cs&feature=youtu.be"><b>https://www.youtube.com/watch?v=vvPD8ajp6cs&feature=youtu.be</b></a><br />
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zé otherworldhttp://www.blogger.com/profile/04969976366414321044noreply@blogger.com0